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Tibetan text maker
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<!DOCTYPE html> <html lang="en"> <head> <meta charset="utf-8"> <meta name="viewport" content="width=device-width, initial-scale=1"> <title>Tibetan Text Maker — lay out Tibetan text as pecha folios</title> <link rel="preconnect" href="https://fonts.googleapis.com"> <link rel="preconnect" href="https://fonts.gstatic.com" crossorigin> <link href="https://fonts.googleapis.com/css2?family=Gentium+Book+Plus:ital,wght@0,400;0,700;1,400&family=IBM+Plex+Sans:wght@400;500;600&family=Noto+Sans+Tibetan:wght@400;600&display=swap" rel="stylesheet"> <script src="https://cdnjs.cloudflare.com/ajax/libs/jspdf/2.5.1/jspdf.umd.min.js"></script> <style> @font-face{font-family:"Noto Serif 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) format("woff2")} :root{ --bg:#221a12; --panel:#2e2318; --panel2:#3a2c1e; --line:#4c3a26; --line2:#63492c; --fg:#efe3cc; --dim:#b49b79; --saffron:#e8a83a; --madder:#b23a20; --paper:#f7efdc; --ink:#181410; --tib:"Noto Serif Tibetan","Kailasa","Kokonor","Jomolhari","Microsoft Himalaya","DDC Uchen","Tibetan Machine Uni",serif; } *{box-sizing:border-box} html,body{height:100%} body{ margin:0; background:var(--bg); color:var(--fg); font-family:"IBM Plex Sans",system-ui,sans-serif; font-size:14px; line-height:1.45; -webkit-font-smoothing:antialiased; } button,input,select,textarea{font:inherit;color:inherit} :focus-visible{outline:2px solid var(--saffron); outline-offset:2px} /* ---------- shell ---------- */ .app{display:flex;flex-direction:column;height:100dvh} header.bar{ display:flex;align-items:center;gap:10px;flex-wrap:wrap;padding:10px 18px;background:var(--panel); border-bottom:1px solid var(--line); box-shadow:0 3px 0 -1px var(--bg), 0 4px 0 -1px var(--line); flex:0 0 auto;z-index:5; } .mark{display:flex;align-items:baseline;gap:10px;margin-right:auto} .mark b{font-family:"Gentium Book Plus",Georgia,serif;font-weight:700;font-size:20px;letter-spacing:.01em} .mark .tb{font-family:var(--tib);color:var(--saffron);font-size:19px;position:relative;top:2px} .mark small{color:var(--dim);font-size:12px;display:none} @media(min-width:1080px){.mark small{display:inline}} .btn{ background:transparent;border:1px solid var(--line2);border-radius:3px; padding:6px 12px;cursor:pointer;color:var(--fg); } .btn:hover{border-color:var(--saffron);color:#fff} .btn.primary{background:var(--saffron);border-color:var(--saffron);color:#2a1c08;font-weight:600} .btn.primary:hover{background:#f3b849} .btn:disabled{opacity:.45;cursor:not-allowed} main{display:flex;flex:1;min-height:0} /* ---------- rail ---------- */ .rail{ width:344px;flex:0 0 344px;background:var(--panel);border-right:1px solid var(--line); display:flex;flex-direction:column;min-height:0; } .tabs{display:flex;border-bottom:1px solid var(--line);flex:0 0 auto} .tabs button{ flex:1;background:none;border:0;border-bottom:2px solid transparent; padding:11px 4px;cursor:pointer;color:var(--dim); } .tabs button[aria-selected=true]{color:var(--fg);border-bottom-color:var(--saffron)} .panes{overflow-y:auto;flex:1;padding:16px 18px 22px} .pane[hidden]{display:none} .foot{ flex:0 0 auto;border-top:1px solid var(--line);padding:12px 18px;background:var(--panel2); display:flex;gap:9px;align-items:center;flex-wrap:wrap; } .foot select{flex:1 1 45%;min-width:0} .foot .btn{flex:0 0 auto} fieldset{border:0;border-top:1px solid var(--line);margin:0 0 18px;padding:14px 0 0} fieldset:first-child{border-top:0;padding-top:0} legend{font-family:"Gentium Book Plus",Georgia,serif;font-size:16px;padding:0 8px 0 0;color:var(--fg)} .row{display:flex;align-items:center;gap:10px;margin:9px 0} .row label{flex:1;color:var(--dim)} .row .val{font-variant-numeric:tabular-nums;color:var(--fg);width:56px;text-align:right} .grid2{display:grid;grid-template-columns:1fr 1fr;gap:9px 12px;margin:9px 0} .grid2 label{display:block;color:var(--dim);font-size:12.5px;margin-bottom:3px} input[type=text],input[type=number],select,textarea{ width:100%;background:#1c150f;border:1px solid var(--line);border-radius:3px;padding:7px 9px; } input[type=number]{padding-right:2px} textarea{resize:vertical;line-height:1.7} textarea.tibetan{font-family:var(--tib);font-size:18px;line-height:2} textarea.wylie{font-family:"IBM Plex Mono",ui-monospace,monospace;font-size:13.5px} input[type=range]{width:100%;accent-color:var(--saffron);background:none;border:0;padding:0} input[type=checkbox]{accent-color:var(--saffron);width:16px;height:16px} .check{display:flex;gap:9px;align-items:center;margin:9px 0;color:var(--dim);cursor:pointer} .check span{color:var(--fg)} .seg{display:flex;border:1px solid var(--line);border-radius:3px;overflow:hidden} .seg button{flex:1;background:none;border:0;padding:7px 6px;cursor:pointer;color:var(--dim)} .seg button[aria-pressed=true]{background:var(--panel2);color:var(--saffron)} .hint{color:var(--dim);font-size:12.5px;margin:8px 0 0} .envnote{ flex:0 0 auto;background:var(--panel2);border-top:1px solid var(--line); padding:9px 18px;color:var(--dim);font-size:12.5px;line-height:1.4; } .envnote b{color:var(--fg);font-weight:500} .btnrow{display:flex;flex-wrap:wrap;gap:8px;margin-top:10px} .specimens{margin-top:10px;border:1px solid var(--line);border-radius:3px;max-height:300px;overflow-y:auto;background:#1c150f} .specgroup{padding:7px 10px 3px;color:var(--dim);font-size:11.5px;border-bottom:1px solid var(--line);background:var(--panel)} .spec{display:block;width:100%;text-align:left;background:none;border:0;border-bottom:1px solid var(--line);padding:7px 10px;cursor:pointer} .spec:last-child{border-bottom:0} .spec:hover{background:var(--panel2)} .spec[aria-pressed=true]{background:var(--panel2);box-shadow:inset 3px 0 0 var(--saffron)} .spec .tibline{font-size:21px;line-height:1.9;color:var(--fg);white-space:nowrap;overflow:hidden;text-overflow:ellipsis} .spec .name{font-size:11.5px;color:var(--dim);margin-top:1px;display:flex;gap:7px;align-items:baseline} .spec .miss{color:var(--madder)} .loaded{display:flex;flex-wrap:wrap;gap:6px;margin-top:9px} .chip{display:flex;align-items:center;gap:6px;border:1px solid var(--line2);border-radius:3px;padding:3px 4px 3px 9px;font-size:12.5px} .chip button{background:none;border:0;color:var(--dim);cursor:pointer;font-size:15px;line-height:1;padding:0 4px} .chip button:hover{color:var(--madder)} .btnrow .btn{padding:5px 10px;font-size:13px} /* ---------- preview ---------- */ .stage{flex:1;min-width:0;display:flex;flex-direction:column} .stagebar{ display:flex;align-items:center;gap:14px;padding:8px 20px;color:var(--dim); border-bottom:1px solid var(--line);font-size:12.5px;flex:0 0 auto; } .stagebar .zoom{margin-left:auto;display:flex;align-items:center;gap:8px;width:190px} .sheetwrap{ flex:1;overflow:auto;padding:28px 20px 60px; background: repeating-linear-gradient(90deg, rgba(255,255,255,.012) 0 2px, transparent 2px 7px), var(--bg); } .folio{margin:0 auto 26px;width:max-content} .folio canvas{display:block;box-shadow:0 8px 26px rgba(0,0,0,.5);background:#fff} .folio .cap{margin-top:7px;color:var(--dim);font-size:12px;text-align:center;font-variant-numeric:tabular-nums} .empty{color:var(--dim);text-align:center;padding:60px 20px} #printArea{display:none} @media print{ body{background:#fff} .app{display:none!important} #printArea{display:block!important} #printArea img{display:block;page-break-after:always;break-after:page} } @media (max-width:900px){ main{flex-direction:column} .rail{width:auto;flex:0 0 auto;max-height:52dvh;border-right:0;border-bottom:1px solid var(--line)} .sheetwrap{padding:16px 10px 40px} } @media (prefers-reduced-motion:reduce){*{transition:none!important;animation:none!important}} </style> </head> <body> <div class="app"> <header class="bar"> <div class="mark"> <b>Tibetan Text Maker</b><span class="tb">བོད་ཡིག</span> <small>Type or paste Tibetan, set the folio, print it.</small> </div> <button class="btn" id="btnSave">Save template</button> <button class="btn" id="btnOpen">Open template</button> <button class="btn" id="btnPrint">Print</button> </header> <main> <section class="rail"> <div class="tabs" role="tablist"> <button role="tab" aria-selected="true" data-tab="text">Text</button> <button role="tab" aria-selected="false" data-tab="layout">Folio</button> <button role="tab" aria-selected="false" data-tab="front">Front</button> <button role="tab" aria-selected="false" data-tab="marks">Marks</button> </div> <div class="panes"> <!-- ===== TEXT ===== --> <div class="pane" data-pane="text"> <fieldset> <legend>Source</legend> <div class="seg" id="modeSeg"> <button data-mode="uni" aria-pressed="true">Tibetan script</button> <button data-mode="wylie" aria-pressed="false">Wylie</button> </div> <p class="hint" id="modeHint">Paste Unicode Tibetan, or type it with your system keyboard.</p> <textarea id="src" class="tibetan" rows="9" spellcheck="false" aria-label="Text of the pecha"></textarea> <div class="btnrow"> <button class="btn" id="btnSample">Insert sample</button> <button class="btn" id="btnImport">Import .txt</button> <button class="btn" id="btnExportTxt">Save .txt</button> <button class="btn" id="btnClear">Clear</button> </div> </fieldset> <fieldset> <legend>Letters</legend> <div class="row"><label for="font">Typeface</label></div> <select id="font" data-k="font"></select> <div id="customWrap" hidden style="margin-top:9px"> <label for="fontCustom" style="display:block;color:var(--dim);font-size:12.5px;margin-bottom:3px">Exact family name</label> <input type="text" id="fontCustom" data-k="fontCustom" placeholder="Monlam Uni OuChan2"> </div> <div class="btnrow"> <button class="btn" id="btnCompare">See the faces</button> <button class="btn" id="btnScan" hidden>Find the fonts on this machine</button> </div> <div class="specimens" id="specimens" hidden></div> <div class="btnrow"><button class="btn" id="btnAddFont">Add a font file</button></div> <div id="loadedList"></div> <p class="hint">Monlam is not free to pass on inside this file, so it cannot be shipped with it. Add the font file once from your Fonts folder and this browser keeps it — the preview and everything you print then use it, online or off.</p> <p class="hint" id="fontHint"></p> <p class="hint" id="fontStatus" style="color:var(--saffron)" hidden></p> <div class="row"><label for="fs">Size</label><span class="val" id="fsOut"></span></div> <input type="range" id="fs" data-k="fs" data-out="fsOut" data-unit="pt" min="8" max="60" step="0.5"> <div class="row"><label for="lines">Lines per side</label><span class="val" id="linesOut"></span></div> <input type="range" id="lines" data-k="lines" data-out="linesOut" min="1" max="16" step="1"> <div class="row"><label for="nudge">Line height position</label><span class="val" id="nudgeOut"></span></div> <input type="range" id="nudge" data-k="nudge" data-out="nudgeOut" min="0.45" max="0.95" step="0.01"> <label class="check"><input type="checkbox" data-k="justify"><span>Stretch lines to fill the width</span></label> </fieldset> </div> <!-- ===== LAYOUT ===== --> <div class="pane" data-pane="layout" hidden> <fieldset> <legend>Folio size</legend> <select id="preset"> <option value="11,3.5">Classic pecha — 11 × 3.5 in</option> <option value="14,4.25">Long pecha — 14 × 4.25 in</option> <option value="8.5,2.75">Small pecha — 8.5 × 2.75 in</option> <option value="12.6,4.13">A4 cut in half — 12.6 × 4.13 in</option> <option value="11,8.5">Letter, landscape — 11 × 8.5 in</option> <option value="custom">Custom</option> </select> <div class="grid2"> <div><label for="pw">Width (in)</label><input type="number" id="pw" data-k="pw" step="0.05" min="2"></div> <div><label for="ph">Height (in)</label><input type="number" id="ph" data-k="ph" step="0.05" min="1"></div> </div> </fieldset> <fieldset> <legend>Outer box</legend> <p class="hint" style="margin:0 0 8px">From the edge of the paper to the outer rule.</p> <div class="grid2"> <div><label for="ml">Left (in)</label><input type="number" id="ml" data-k="ml" step="0.05" min="0"></div> <div><label for="mr">Right (in)</label><input type="number" id="mr" data-k="mr" step="0.05" min="0"></div> <div><label for="mt">Top (in)</label><input type="number" id="mt" data-k="mt" step="0.05" min="0"></div> <div><label for="mb">Bottom (in)</label><input type="number" id="mb" data-k="mb" step="0.05" min="0"></div> </div> </fieldset> <fieldset> <legend>Inner box</legend> <p class="hint" style="margin:0 0 8px">The gap between the outer and inner rules is the side box, where the folio number sits.</p> <div class="grid2"> <div><label for="boxes">Boxes</label> <select id="boxes" data-k="boxes"><option value="2">Two</option><option value="3">Three</option></select> </div> <div><label for="sideA">Side box (in)</label><input type="number" id="sideA" data-k="sideA" step="0.05" min="0"></div> <div><label for="vertA">Top and bottom (in)</label><input type="number" id="vertA" data-k="vertA" step="0.01" min="0"></div> <div><label for="textMargin">Text inset (in)</label><input type="number" id="textMargin" data-k="textMargin" step="0.01" min="0"></div> </div> <div class="grid2" id="thirdBox" hidden> <div><label for="sideB">Third box, sides (in)</label><input type="number" id="sideB" data-k="sideB" step="0.01" min="0"></div> <div><label for="vertB">Third box, ends (in)</label><input type="number" id="vertB" data-k="vertB" step="0.01" min="0"></div> </div> <div class="grid2"> <div><label for="fw">Rule weight (pt)</label><input type="number" id="fw" data-k="fw" step="0.25" min="0.25"></div> <div><label for="fcolor">Ink</label> <select id="fcolor" data-k="fcolor"><option value="ink">Black</option><option value="madder">Madder red</option></select> </div> </div> </fieldset> <fieldset> <legend>Trace a folio</legend> <p class="hint" style="margin:0 0 8px">Put a scan or photo of a pecha behind the page and move the boxes until they sit on it. On screen only — it is never printed.</p> <div class="btnrow" style="margin-top:0"> <button class="btn" id="btnRef">Add an image</button> <button class="btn" id="btnRefClear" hidden>Remove it</button> </div> <div id="refControls" hidden> <label class="check"><input type="checkbox" data-k="refShow"><span>Show it</span></label> <div class="row"><label for="refOpacity">Strength</label><span class="val" id="refOpacityOut"></span></div> <input type="range" id="refOpacity" data-k="refOpacity" data-out="refOpacityOut" min="0.05" max="1" step="0.05"> <div><label for="refFit" style="display:block;color:var(--dim);font-size:12.5px;margin-bottom:3px">Fitting</label> <select id="refFit" data-k="refFit"> <option value="stretch">Stretch to the folio</option> <option value="contain">Keep its proportions</option> </select> </div> <p class="hint" id="refInfo"></p> </div> </fieldset> <fieldset> <legend>Paper</legend> <div class="seg" id="paperSeg"> <button data-paper="white" aria-pressed="false">White</button> <button data-paper="cream" aria-pressed="true">Cream</button> <button data-paper="ochre" aria-pressed="false">Ochre</button> </div> <p class="hint">Cream and ochre print as a tinted block. Choose white for paper you have already tinted.</p> </fieldset> </div> <!-- ===== FRONT ===== --> <div class="pane" data-pane="front" hidden> <fieldset> <legend>Title folio</legend> <label class="check"><input type="checkbox" data-k="cover"><span>Open with a title folio</span></label> <label for="coverTitle" style="display:block;color:var(--dim);font-size:12.5px;margin:6px 0 3px">Title, one line per row</label> <textarea id="coverTitle" data-k="coverTitle" class="tibetan" rows="3" spellcheck="false" style="font-size:17px"></textarea> <div class="grid2"> <div><label for="coverSize">Size (pt)</label><input type="number" id="coverSize" data-k="coverSize" step="1" min="8"></div> <div><label for="coverExtra">Extra rules</label><input type="number" id="coverExtra" data-k="coverExtra" step="1" min="0" max="4"></div> </div> <label class="check"><input type="checkbox" data-k="coverBlankBack"><span>Leave its back blank</span></label> <label class="check"><input type="checkbox" data-k="coverNumbered"><span>Give it a folio number</span></label> </fieldset> <fieldset> <legend>First side of the text</legend> <label class="check"><input type="checkbox" data-k="first"><span>Set the first side apart</span></label> <div class="grid2"> <div><label for="firstLines">Lines</label><input type="number" id="firstLines" data-k="firstLines" step="1" min="1" max="12"></div> <div><label for="firstSide">Side boxes (in)</label><input type="number" id="firstSide" data-k="firstSide" step="0.05" min="0"></div> </div> <label class="check"><input type="checkbox" data-k="firstBrackets"><span>Draw the side brackets</span></label> <p class="hint">Fewer lines and wide flanking panels, the way an opening folio is usually cut.</p> </fieldset> </div> <!-- ===== MARKS ===== --> <div class="pane" data-pane="marks" hidden> <fieldset> <legend>Head mark</legend> <select id="yigo" data-k="yigo"> <option value="none">No yig mgo</option> <option value="first">On the first side only</option> <option value="recto">On the front of every folio</option> </select> <div class="grid2" style="margin-top:9px"> <div><label for="yigoText">Characters</label><input type="text" id="yigoText" data-k="yigoText" class="tibetan" style="font-size:16px"></div> <div><label for="yigoGap">Space after (in)</label><input type="number" id="yigoGap" data-k="yigoGap" step="0.02" min="0"></div> </div> <label class="check"><input type="checkbox" data-k="rinchen"><span>Turn a line-opening shad into rin chen spungs shad</span></label> </fieldset> <fieldset> <legend>Folio numbers</legend> <select id="folio" data-k="folio"> <option value="none">None</option> <option value="tibetan">Tibetan numerals</option> <option value="arabic">Arabic numerals</option> </select> <div class="grid2" style="margin-top:9px"> <div><label for="folioSide">Margin</label> <select id="folioSide" data-k="folioSide"><option value="left">Left</option><option value="right">Right</option><option value="both">Both</option></select> </div> <div><label for="folioBox">Sits in</label> <select id="folioBox" data-k="folioBox"> <option value="outer">The side box</option> <option value="inner">The second side box</option> <option value="edge">Outside the boxes</option> </select> </div> <div><label for="folioStart">First number</label><input type="number" id="folioStart" data-k="folioStart" step="1" min="0"></div> <div><label for="folioSize">Size (pt)</label><input type="number" id="folioSize" data-k="folioSize" step="0.5" min="4"></div> <div><label for="folioSuffix">After the number</label><input type="text" id="folioSuffix" data-k="folioSuffix" class="tibetan" style="font-size:16px"></div> </div> <label class="check"><input type="checkbox" data-k="folioRectoOnly"><span>Front of the folio only</span></label> <label class="check"><input type="checkbox" data-k="folioRot"><span>Turn on its side</span></label> </fieldset> <fieldset> <legend>Side labels</legend> <label for="labelL" style="display:block;color:var(--dim);font-size:12.5px;margin-bottom:3px">Left margin</label> <input type="text" id="labelL" data-k="labelL" class="tibetan" style="font-size:16px" placeholder="Title mark"> <label for="labelR" style="display:block;color:var(--dim);font-size:12.5px;margin:9px 0 3px">Right margin</label> <input type="text" id="labelR" data-k="labelR" class="tibetan" style="font-size:16px" placeholder="Volume or chapter"> <div class="grid2" style="margin-top:9px"> <div><label for="labelScope">Appears on</label> <select id="labelScope" data-k="labelScope"> <option value="front">Fronts</option> <option value="all">Every side</option> <option value="first">The first side only</option> </select> </div> <div><label for="labelSize">Size (pt)</label><input type="number" id="labelSize" data-k="labelSize" step="0.5" min="4"></div> </div> <label class="check"><input type="checkbox" data-k="labelRot"><span>Turn them on their side</span></label> <p class="hint">A margin already holding the folio number is left alone.</p> </fieldset> <fieldset> <legend>Thread holes</legend> <div class="row"><label for="holes">Holes</label><span class="val" id="holesOut"></span></div> <input type="range" id="holes" data-k="holes" data-out="holesOut" min="0" max="2" step="1"> <div class="grid2"> <div><label for="holeD">Diameter (in)</label><input type="number" id="holeD" data-k="holeD" step="0.05" min="0.1"></div> <div><label for="holeRing">Draw the ring</label> <select id="holeRing" data-k="holeRing"><option value="ring">Ring</option><option value="blank">Blank space</option></select> </div> </div> <p class="hint">Lines flow around the holes.</p> </fieldset> <fieldset> <legend>Closing</legend> <label class="check"><input type="checkbox" data-k="dzog"><span>Draw a dzogs thig across the end of the last line</span></label> </fieldset> </div> </div> <div class="foot"> <select id="sides" data-k="sides" title="Which sides to send to the printer"> <option value="all">Every side</option> <option value="front">Fronts only</option> <option value="back">Backs only</option> </select> <select id="dpiOut" data-k="dpiOut" title="Resolution of the printed page"> <option value="150">150 dpi, draft</option> <option value="300">300 dpi, print</option> <option value="600">600 dpi, fine</option> </select> <select id="duplex" data-k="duplex" style="flex:1 1 100%" title="How the sheet turns over"> <option value="off">Single-sided</option> <option value="long">Double-sided, flipped on the long edge</option> <option value="short">Double-sided, flipped on the short edge</option> </select> <label class="check" id="revWrap" hidden style="flex:1 1 100%;margin:0"><input type="checkbox" data-k="reverse"><span>Reverse the order for the flipped stack</span></label> <p class="hint" id="planHint" style="flex:1 1 100%;margin:2px 0 0"></p> <select id="sheet" data-k="sheet" title="Paper the PDF is laid out on"> <option value="exact">PDF at folio size</option> <option value="letter">PDF on letter sheets</option> <option value="a4">PDF on A4 sheets</option> </select> <button class="btn primary" id="btnPdf">Export PDF</button> </div> <div class="envnote" id="envNote" hidden></div> </section> <section class="stage"> <div class="stagebar"> <span id="stats">—</span> <div class="zoom"> <label for="zoom" style="white-space:nowrap">Zoom</label> <input type="range" id="zoom" min="30" max="220" step="1"> <button class="btn" id="btnFit" style="padding:3px 8px;font-size:12px">Fit</button> </div> </div> <div class="sheetwrap" id="sheetwrap"><div id="pages"></div></div> </section> </main> </div> <div id="printArea"></div> <style id="printStyle"></style> <input type="file" id="fileTxt" accept=".txt,text/plain" hidden> <input type="file" id="fileTpl" accept=".json,application/json" hidden> <input type="file" id="fileFont" accept=".ttf,.otf,.woff,.woff2,font/ttf,font/otf,font/woff,font/woff2" multiple hidden> <input type="file" id="fileRef" accept="image/*" hidden> <script> "use strict"; /* ============================================================ Tibetan Text Maker — Tibetan folio typesetting in the browser ============================================================ */ const SAMPLE = [ "༄༅༠à¼à½¦à½„ས་རྒྱས་ཆོས་དང་ཚོགས་ཀྱི་མཆོག་རྣམས་ལ༠à¼à½–ྱང་ཆུབ་བར་དུ་བདག་ནི་སà¾à¾±à½–ས་སུ་མཆི༠à¼à½–དག་གིས་སྦྱིན་སོགས་བགྱིས་པའི་བསོད་ནམས་ཀྱིས༠à¼à½ གྲོ་ལ་ཕན་ཕྱིར་སངས་རྒྱས་འགྲུབ་པར་ཤོག à¼", "སེམས་ཅན་à½à½˜à½¦à¼‹à½…ད་བདེ་བ་དང་བདེ་བའི་རྒྱུ་དང་ལྡན་པར་གྱུར་ཅིག à¼à½¦à¾¡à½´à½‚་བསྔལ་དང་སྡུག་བསྔལ་གྱི་རྒྱུ་དང་བྲལ་བར་གྱུར་ཅིག à¼à½¦à¾¡à½´à½‚་བསྔལ་མེད་པའི་བདེ་བ་དང་མི་འབྲལ་བར་གྱུར་ཅིག à¼à½‰à½ºà¼‹à½¢à½²à½„་ཆགས་སྡང་གཉིས་དང་བྲལ་བའི་བà½à½„་སྙོམས་ལ་གནས་པར་གྱུར་ཅིག à¼", "à½à½´à½–་པའི་བསྟན་པ་རིན་པོ་ཆེ༠à¼à½˜à¼‹à½–ྱོན་པ་རྣམས་བྱོན་གྱུར་ཅིག à¼à½–ྱོན་པ་རྣམས་ནི་མི་ཉམས་ཤིང་༠à¼à½‚ོང་ནས་གོང་དུ་འཕེལ་བར་ཤོག à¼" ].join("\n"); const S = { mode:"uni", raw:SAMPLE, font:"Noto Serif Tibetan", fontCustom:"", fs:23, lines:6, nudge:0.72, justify:true, pw:11, ph:3.5, ml:0.5, mr:0.5, mt:0.3, mb:0.3, boxes:2, sideA:0.55, vertA:0.06, sideB:0.16, vertB:0.05, textMargin:0.08, fw:1, fcolor:"ink", paper:"cream", yigo:"recto", yigoText:"༄༅à¼à¼", yigoGap:0.08, rinchen:true, folio:"tibetan", folioSide:"left", folioBox:"outer", folioStart:1, folioSize:12, folioSuffix:"", folioRectoOnly:true, folioRot:false, cover:false, coverTitle:"", coverSize:34, coverExtra:1, coverBlankBack:true, coverNumbered:false, first:false, firstLines:4, firstSide:1.5, firstBrackets:true, labelL:"", labelR:"", labelSize:11, labelRot:true, labelScope:"front", holes:0, holeD:0.4, holeRing:"ring", refShow:true, refOpacity:0.45, refFit:"stretch", dzog:true, sheet:"exact", sides:"all", duplex:"off", reverse:false, dpiOut:"300" }; const PAPERS = { white:"#ffffff", cream:"#f7efdc", ochre:"#eedcb4" }; const INKS = { ink:"#181410", madder:"#9e3419" }; const FALLBACK = '"Noto Serif Tibetan","Kailasa","Kokonor","Jomolhari","Microsoft Himalaya","DDC Uchen","Tibetan Machine Uni",serif'; const LEGACY_FONT = { serif:"Noto Serif Tibetan", sans:"Noto Sans Tibetan", kailasa:"Kailasa", kokonor:"Kokonor", system:"" }; const WEB_FONTS = ["Noto Serif Tibetan","Noto Sans Tibetan"]; const MONLAM_FONTS = [ "Monlam Uni OuChan1","Monlam Uni OuChan2","Monlam Uni OuChan3","Monlam Uni OuChan4","Monlam Uni OuChan5", "Monlam Uni Sans Serif","Monlam Uni Tsugtung","Monlam Uni Tsugring","Monlam Uni Drutsa", "Monlam Uni Chuyig","Monlam Uni PagTshug","Monlam Bodyig" ]; const OTHER_FONTS = [ "Kailasa","Kokonor","Jomolhari","Microsoft Himalaya","DDC Uchen","Tibetan Machine Uni", "Qomolangma-Uchen Sarchung","Qomolangma-Uchen Sarchen","Qomolangma-Drutsa","BabelStone Tibetan", "Shangshung Sgoba-Horyig","Yagpo Tibetan Uni","Uchen_05" ]; const TIB_FONT_RE = /monlam|tibet|uchen|ucan|jomolhari|kailasa|kokonor|qomolangma|himalaya|ddc|yagpo|shangshung|babelstone|dzongkha|bodyig|drutsa|tsug|chuyig/i; let detectedFonts = []; const probeCtx = document.createElement("canvas").getContext("2d"); function fontResolves(fam){ if(!fam) return true; const t="\u0F40\u0F42\u0F51\u0F66\u0F0B\u0F58"; const w=st=>{ probeCtx.font='64px '+st; return probeCtx.measureText(t).width; }; return ["serif","sans-serif","monospace"].some(g=>Math.abs(w('"'+fam+'",'+g)-w(g))>0.5); } function fontStatus(){ const fam=familyName(); const el=document.getElementById("fontStatus"); if(!el) return; if(!fam || fontResolves(fam)){ el.hidden=true; return; } el.hidden=false; el.innerHTML="<b>"+fam+"</b> did not answer. Look at the preview: if the letters did not change, it is not installed under that name, and the print will use another face."; } function familyName(){ const f = S.font==="__custom__" ? (S.fontCustom||"") : (S.font||""); return LEGACY_FONT.hasOwnProperty(f) ? LEGACY_FONT[f] : f; } function fontStack(){ const f = familyName().replace(/["\\]/g,"").trim(); return (f ? '"'+f+'",' : "") + FALLBACK; } /* ---------- Wylie → Tibetan (EWTS subset) ---------- */ const W_CONS = { k:"ཀ", kh:"à½", g:"ག", ng:"ང", c:"ཅ", ch:"ཆ", j:"ཇ", ny:"ཉ", t:"à½", th:"à½", d:"ད", n:"ན", p:"པ", ph:"ཕ", b:"བ", m:"མ", ts:"ཙ", tsh:"ཚ", dz:"ཛ", w:"à½", zh:"ཞ", z:"ཟ", "'":"འ", y:"ཡ", r:"ར", l:"ལ", sh:"ཤ", s:"ས", h:"ཧ", a:"ཨ", T:"ཊ", Th:"ཋ", D:"ཌ", N:"ཎ", Sh:"ཥ" }; const W_SUBJ = { k:"à¾", kh:"ྑ", g:"ྒ", ng:"ྔ", c:"ྕ", ch:"ྖ", j:"ྗ", ny:"ྙ", t:"ྟ", th:"ྠ", d:"ྡ", n:"ྣ", p:"ྤ", ph:"ྥ", b:"ྦ", m:"ྨ", ts:"ྩ", tsh:"ྪ", dz:"ྫ", w:"à¾", zh:"ྮ", z:"ྯ", "'":"ྰ", y:"ྱ", r:"ྲ", l:"ླ", sh:"ྴ", s:"ྶ", h:"ྷ", a:"ྸ", T:"ྚ", Th:"ྛ", D:"ྜ", N:"ྞ", Sh:"ྵ" }; const W_VOW = { i:"ི", u:"ུ", e:"ེ", o:"ོ", A:"ཱ", I:"ཱི", U:"ཱུ", ai:"ཻ", au:"ཽ", M:"ཾ", H:"ཿ", "~M":"ྃ" }; const PREFIX = new Set(["g","d","b","m","'"]); const SUBJOIN = new Set(["y","r","l","w"]); const HEADS = { r:new Set(["k","g","ng","j","ny","t","d","n","b","m","ts","dz","l"]), l:new Set(["k","g","ng","c","j","t","d","p","b","h"]), s:new Set(["k","g","ng","ny","t","d","n","p","b","m","ts","l"]) }; const ALL_KEYS = [...new Set(Object.keys(W_CONS).concat(Object.keys(W_VOW)))] .sort((a,b)=>b.length-a.length); const TIB_DIGITS = "༠༡༢༣༤༥༦༧༨༩"; function sylTokens(w){ const out=[]; let i=0; outer: while(i<w.length){ for(const k of ALL_KEYS){ if(w.startsWith(k,i)){ out.push(k); i+=k.length; continue outer; } } out.push(w[i]); i++; } return out; } function isCons(x){ return Object.prototype.hasOwnProperty.call(W_CONS,x); } function isVowTok(x){ return x==="a"||(Object.prototype.hasOwnProperty.call(W_VOW,x) && x!=="M" && x!=="H" && x!=="~M"); } function sylToTib(word){ if(!word) return ""; let forced=null, w=word; if(w.indexOf(".")>0){ const p=w.split("."); forced=p[0]; w=p.slice(1).join(""); } const t=sylTokens(w); let i=0, out=""; if(forced && isCons(forced)) out+=W_CONS[forced]; // prefix letter: g d b m ' — but not when it is really a root carrying y r l w if(!forced && i+1<t.length && PREFIX.has(t[i]) && isCons(t[i+1]) && t[i+1]!=="a" && (!SUBJOIN.has(t[i+1]) || (isCons(t[i+2]) && HEADS[t[i+1]] && HEADS[t[i+1]].has(t[i+2])))){ out+=W_CONS[t[i]]; i++; } // head letter, or a bare vowel needing the carrier a-chung if(i<t.length && isVowTok(t[i]) && t[i]!=="a"){ out+=W_CONS.a; } else if(i+1<t.length && HEADS[t[i]] && isCons(t[i+1]) && t[i+1]!=="w" && HEADS[t[i]].has(t[i+1])){ out+=W_CONS[t[i]]; i++; out+=W_SUBJ[t[i]]; i++; } else if(i<t.length && isCons(t[i])){ out+=W_CONS[t[i]]; i++; } // subjoined letters, plus explicit stacking with + while(i<t.length){ if(t[i]==="+" && W_SUBJ[t[i+1]]){ out+=W_SUBJ[t[i+1]]; i+=2; continue; } if(SUBJOIN.has(t[i]) && W_SUBJ[t[i]]){ out+=W_SUBJ[t[i]]; i++; continue; } break; } if(i<t.length && isVowTok(t[i])){ if(t[i]!=="a") out+=W_VOW[t[i]]; i++; } for(;i<t.length;i++){ if(t[i]==="+" && W_SUBJ[t[i+1]]){ out+=W_SUBJ[t[i+1]]; i++; continue; } if(isCons(t[i])) out+=W_CONS[t[i]]; else if(W_VOW[t[i]]) out+=W_VOW[t[i]]; else if(t[i]!=="+") out+=t[i]; } return out; } function wylieToTibetan(src){ return src.split("\n").map(line=>{ const items = line.split(/\s+/).filter(x=>x.length); const pieces=[]; for(const it of items){ if(/[\u0F00-\u0FFF]/.test(it)){ pieces.push({t:"raw",v:it}); continue; } if(/^[/|]+$/.test(it)){ pieces.push({t:"shad",v:it.length>1?"à¼à¼":"à¼"}); continue; } if(/^\d+$/.test(it)){ pieces.push({t:"num",v:it.replace(/\d/g,d=>TIB_DIGITS[+d])}); continue; } let core=it, tail=""; const m=core.match(/([/|]+)$/); if(m){ tail = m[1].length>1?"à¼à¼":"à¼"; core=core.slice(0,-m[1].length); } if(core) pieces.push({t:"syl",v:sylToTib(core)}); if(tail) pieces.push({t:"shad",v:tail}); } let out=""; for(let i=0;i<pieces.length;i++){ const p=pieces[i], next=pieces[i+1]; out += p.v; if(p.t==="shad" || p.t==="num"){ out+=" "; continue; } if(p.t==="raw" && /[\u0F0B\u0F0D\u0F0E\u0F11\u0F12]$/.test(p.v)){ out+=" "; continue; } if(next && next.t==="shad" && !/\u0F44$/.test(p.v)) continue; out+="་"; } return out; }).join("\n"); } function sourceText(){ return S.mode==="wylie" ? wylieToTibetan(S.raw) : S.raw; } /* ---------- measuring ---------- */ const MU = 240; // px per inch used for measurement const mctx = document.createElement("canvas").getContext("2d"); let cache = new Map(), cacheKey = ""; function fontCSS(px){ return px+"px "+fontStack(); } function primeMeasure(){ const key = familyName()+"|"+S.fs; if(key!==cacheKey){ cache = new Map(); cacheKey=key; } mctx.font = fontCSS(S.fs/72*MU); } function W(str){ let v=cache.get(str); if(v===undefined){ v = mctx.measureText(str).width/MU; cache.set(str,v); } return v; } /* ---------- tokenising Tibetan for line breaking ---------- */ const BRK = /[\u0F0B\u0F0D\u0F0E\u0F11\u0F12\u0F14 ]/; function tokenize(s){ const out=[]; let cur=""; for(let i=0;i<s.length;i++){ cur+=s[i]; if(BRK.test(s[i])){ const nx=s[i+1]; if(nx && BRK.test(nx)) continue; out.push(cur); cur=""; } } if(cur) out.push(cur); return out; } /* ---------- geometry ---------- */ // PechaMaker's page model: an outer box, an inner box, and the side boxes // between them. Text is inset from the inner box; marks sit in the side boxes. function geomFor(kind){ const fancy = kind==="first" && S.first; const sideA = fancy ? Math.max(S.sideA, S.firstSide) : S.sideA; const rects=[]; let x0=S.ml, y0=S.mt, x1=S.pw-S.mr, y1=S.ph-S.mb; rects.push({x0,y0,x1,y1}); x0+=sideA; x1-=sideA; y0+=S.vertA; y1-=S.vertA; rects.push({x0,y0,x1,y1}); if(S.boxes>=3){ x0+=S.sideB; x1-=S.sideB; y0+=S.vertB; y1-=S.vertB; rects.push({x0,y0,x1,y1}); } const inner=rects[rects.length-1]; const lines=Math.max(1, fancy ? S.firstLines : S.lines); const tx0=inner.x0+S.textMargin, tx1=inner.x1-S.textMargin; const ty0=inner.y0, ty1=inner.y1; return { rects, inner, fancy, lines, sideA, tx0, tx1, ty0, ty1, pitch:(ty1-ty0)/lines, boxCentre:{ outerL:(rects[0].x0+rects[1].x0)/2, outerR:(rects[0].x1+rects[1].x1)/2, innerL:(rects[rects.length-2].x0+inner.x0)/2, innerR:(rects[rects.length-2].x1+inner.x1)/2, edgeL:S.ml/2, edgeR:S.pw-S.mr/2 } }; } function geom(){ return geomFor("normal"); } function holeCentres(g){ if(S.holes<1) return []; const w=g.tx1-g.tx0; if(S.holes===1) return [g.tx0+w/2]; return [g.tx0+w/3, g.tx0+2*w/3]; } function yigoWidth(){ return W(S.yigoText)+S.yigoGap; } function yigoOn(pageIdx){ if(S.yigo==="none" || !S.yigoText) return false; if(S.yigo==="first") return pageIdx===0; return pageIdx%2===0; } function segmentsFor(li,g,withYigo){ const top=g.ty0+li*g.pitch, bot=top+g.pitch; let segs=[{x0:g.tx0+(withYigo?yigoWidth():0), x1:g.tx1}]; const r=S.holeD/2+0.05, cy=(g.ty0+g.ty1)/2; for(const cx of holeCentres(g)){ if(bot<=cy-r || top>=cy+r) continue; const dy=Math.max(0, Math.max(cy-bot, top-cy)); const half = dy<r ? Math.sqrt(r*r-dy*dy) : 0; if(half<0.01) continue; const hl=cx-half, hr=cx+half, next=[]; for(const s of segs){ if(hr<=s.x0||hl>=s.x1){ next.push(s); continue; } if(hl-s.x0>0.2) next.push({x0:s.x0,x1:hl}); if(s.x1-hr>0.2) next.push({x0:hr,x1:s.x1}); } segs=next; } return segs; } /* ---------- pagination ---------- */ function buildPages(){ primeMeasure(); const paras=sourceText().split("\n"); const pages=[]; let pg=null, li=0; if(S.cover){ pages.push({kind:"cover",lines:[],g:geomFor("normal")}); if(S.coverBlankBack) pages.push({kind:"blank",lines:[],g:geomFor("normal")}); } const textStart=pages.length; const newPage=()=>{ const isFirst = pages.length===textStart; pg={kind:"text", first:isFirst, g:geomFor(isFirst?"first":"normal"), lines:[]}; pages.push(pg); li=0; }; newPage(); for(let p=0;p<paras.length;p++){ const toks=tokenize(paras[p]); if(!toks.length){ pg.lines.push({segs:[],last:true}); li++; } else { let ti=0; while(ti<toks.length){ const withYigo = yigoOn(pages.length-1) && li===0; const segs=segmentsFor(li,pg.g,withYigo); const filled=[]; for(let si=0;si<segs.length;si++){ const s=segs[si], w=s.x1-s.x0, acc=[]; let sum=0; while(ti<toks.length){ const tw=W(toks[ti]); if(acc.length && sum+tw>w+1e-9) break; if(!acc.length && tw>w && si<segs.length-1) break; // let a wider segment take it acc.push(toks[ti]); sum+=tw; ti++; } filled.push({x0:s.x0,x1:s.x1,toks:acc,w:sum}); if(ti>=toks.length) break; } if(!filled.some(f=>f.toks.length)){ ti++; } // safety: never loop forever pg.lines.push({segs:filled, last:ti>=toks.length, yigo:withYigo}); li++; if(li>=pg.g.lines && ti<toks.length) newPage(); } } if(li>=pg.g.lines && p<paras.length-1) newPage(); } numberFolios(pages); return {pages,g:geom()}; } function numberFolios(pages){ const coverSides = S.cover ? (S.coverBlankBack?2:1) : 0; const bump = (S.cover && S.coverNumbered) ? 1 : 0; pages.forEach((pg,i)=>{ if(i<coverSides) pg.folioNo = S.coverNumbered ? S.folioStart : null; else pg.folioNo = S.folioStart + bump + Math.floor((i-coverSides)/2); }); } /* ---------- drawing ---------- */ function tibNum(n){ return String(n).replace(/\d/g,d=>TIB_DIGITS[+d]); } function folioLabel(page,pageIdx){ if(S.folio==="none") return null; if(page.folioNo===null||page.folioNo===undefined) return null; if(S.folioRectoOnly && pageIdx%2===1) return null; const num = S.folio==="tibetan" ? tibNum(page.folioNo) : String(page.folioNo); return num + (S.folioSuffix||""); } function drawPage(canvas, page, pageIdx, dpi, doc){ const g=page.g||geom(); const px=v=>v*dpi; canvas.width=Math.round(S.pw*dpi); canvas.height=Math.round(S.ph*dpi); const c=canvas.getContext("2d"); c.fillStyle=PAPERS[S.paper]||"#fff"; c.fillRect(0,0,canvas.width,canvas.height); // reference image: on screen only, never in the output if(PREVIEW && refImg && S.refShow){ c.save(); c.globalAlpha=S.refOpacity; if(S.refFit==="contain"){ const k=Math.min(canvas.width/refImg.naturalWidth, canvas.height/refImg.naturalHeight); const w=refImg.naturalWidth*k, h=refImg.naturalHeight*k; c.drawImage(refImg,(canvas.width-w)/2,(canvas.height-h)/2,w,h); } else { c.drawImage(refImg,0,0,canvas.width,canvas.height); } c.restore(); } const ink=INKS[S.fcolor]||INKS.ink; // the boxes c.strokeStyle=ink; c.lineWidth=Math.max(1,px(S.fw/72)); g.rects.forEach(r=>c.strokeRect(px(r.x0),px(r.y0),px(r.x1-r.x0),px(r.y1-r.y0))); if(page.kind==="cover"){ for(let i=1;i<=S.coverExtra;i++){ const o=i*0.06; c.strokeRect(px(S.ml-o),px(S.mt-o),px(S.pw-S.ml-S.mr+2*o),px(S.ph-S.mt-S.mb+2*o)); } } // a rule inside each wide side box on a first side if(page.kind==="text" && page.first && S.first && S.firstBrackets && g.sideA>0.3){ const o=g.rects[0], n=g.rects[1], d=0.09; [[o.x0+d,n.x0-d],[n.x1+d,o.x1-d]].forEach(b=>{ if(b[1]-b[0]<0.1) return; c.strokeRect(px(b[0]),px(o.y0+d),px(b[1]-b[0]),px(o.y1-o.y0-2*d)); }); } // cover: the title, set large and centred if(page.kind==="cover"){ const title=(S.coverTitle||"").split("\n").filter(t=>t.trim()).slice(0,4); if(title.length){ c.fillStyle=INKS.ink; c.font=fontCSS(S.coverSize/72*dpi); c.textAlign="center"; c.textBaseline="alphabetic"; const pitch=(g.ty1-g.ty0)/title.length; title.forEach((t,i)=>c.fillText(t.trim(), px((g.tx0+g.tx1)/2), px(g.ty0+i*pitch+pitch*S.nudge))); c.textAlign="left"; } } // thread holes if(S.holes>0){ const r=S.holeD/2, cy=(g.ty0+g.ty1)/2; for(const cx of holeCentres(g)){ if(S.holeRing==="ring"){ c.strokeStyle=ink; c.lineWidth=Math.max(1,px(0.6/72)); c.beginPath(); c.arc(px(cx),px(cy),px(r),0,Math.PI*2); c.stroke(); } } } if(page.kind!=="text"){ drawMarginMarks(c,px,page,pageIdx,g,dpi); return; } // text c.fillStyle=INKS.ink; c.font=fontCSS(S.fs/72*dpi); c.textBaseline="alphabetic"; page.lines.forEach((ln,li)=>{ const base=px(g.ty0+li*g.pitch+g.pitch*S.nudge); if(ln.yigo && S.yigoText){ c.fillText(S.yigoText, px(g.tx0), base); } ln.segs.forEach((sg,si)=>{ if(!sg.toks.length) return; const toks=sg.toks.slice(); if(S.rinchen && li>=0 && si===0 && toks[0] && toks[0][0]==="\u0F0D" && !ln.yigo){ toks[0]="\u0F11"+toks[0].slice(1); } const avail=sg.x1-sg.x0; const lastSeg = si===ln.segs.length-1; let extra=0; if(S.justify && toks.length>1 && !(ln.last && lastSeg)){ const slack=avail-sg.w; if(slack>0 && slack<avail*0.4) extra=slack/(toks.length-1); } let x=sg.x0; for(const t of toks){ c.fillText(t, px(x), base); x+=W(t)+extra; } // dzogs thig on the very last line if(doc && doc.lastPage===pageIdx && doc.lastLine===li && lastSeg && S.dzog){ const rest=sg.x1-x; if(rest>0.25){ const y=base-px(S.fs/72*0.35); c.strokeStyle=INKS[S.fcolor]||INKS.ink; c.lineWidth=Math.max(1,px(0.8/72)); const x0=px(x+0.06), x1=px(sg.x1); c.beginPath(); c.moveTo(x0,y); c.lineTo(x1,y); c.moveTo(x0,y+px(0.045)); c.lineTo(x1,y+px(0.045)); c.stroke(); c.beginPath(); c.arc(x1, y+px(0.0225), px(0.045), -Math.PI/2, Math.PI/2); c.stroke(); } } }); }); drawMarginMarks(c,px,page,pageIdx,g,dpi); } function drawMarginMarks(c,px,page,pageIdx,g,dpi){ const draw=(text,side,sizePt,rot)=>{ if(!text) return; c.save(); c.fillStyle=INKS.ink; c.font=fontCSS(sizePt/72*dpi); c.textBaseline="middle"; c.textAlign="center"; const cy=px(S.ph/2); const bc=g.boxCentre; const x = px(S.folioBox==="edge" ? (side==="left"?bc.edgeL:bc.edgeR) : (S.folioBox==="inner" && S.boxes>=3) ? (side==="left"?bc.innerL:bc.innerR) : (side==="left"?bc.outerL:bc.outerR)); if(rot){ c.translate(x,cy); c.rotate(side==="left"?-Math.PI/2:Math.PI/2); c.fillText(text,0,0); } else c.fillText(text,x,cy); c.restore(); }; const fol=folioLabel(page,pageIdx); if(fol){ if(S.folioSide==="left"||S.folioSide==="both") draw(fol,"left",S.folioSize,S.folioRot); if(S.folioSide==="right"||S.folioSide==="both") draw(fol,"right",S.folioSize,S.folioRot); } const scoped = S.labelScope==="all" || (S.labelScope==="front" && pageIdx%2===0) || (S.labelScope==="first" && page.kind==="text" && page.first); if(scoped && page.kind!=="blank"){ const takenL = fol && (S.folioSide==="left"||S.folioSide==="both"); const takenR = fol && (S.folioSide==="right"||S.folioSide==="both"); if(S.labelL && !takenL) draw(S.labelL,"left",S.labelSize,S.labelRot); if(S.labelR && !takenR) draw(S.labelR,"right",S.labelSize,S.labelRot); } } /* ---------- preview ---------- */ let refImg=null, PREVIEW=true; const pagesEl=document.getElementById("pages"); const statsEl=document.getElementById("stats"); const zoomEl=document.getElementById("zoom"); let zoom=110, doc=null; const PREVIEW_MAX=40; function lastFilled(pages){ for(let p=pages.length-1;p>=0;p--){ for(let l=pages[p].lines.length-1;l>=0;l--){ if(pages[p].lines[l].segs.some(s=>s.toks.length)) return {lastPage:p,lastLine:l}; } } return {lastPage:-1,lastLine:-1}; } function render(){ PREVIEW=true; const built=buildPages(); doc=Object.assign({pages:built.pages}, lastFilled(built.pages)); pagesEl.textContent=""; const dpi=Math.min(160, Math.max(90, zoom*1.4)); const shown=Math.min(built.pages.length, PREVIEW_MAX); built.pages.slice(0,shown).forEach((pg,i)=>{ const wrap=document.createElement("div"); wrap.className="folio"; const cv=document.createElement("canvas"); drawPage(cv,pg,i,dpi,doc); cv.style.width=(S.pw*zoom)+"px"; cv.style.height=(S.ph*zoom)+"px"; const cap=document.createElement("div"); cap.className="cap"; cap.textContent = pg.kind==="cover" ? "title folio · front" : pg.kind==="blank" ? "title folio · back, blank" : (pg.folioNo!=null ? "folio "+pg.folioNo+(i%2===0?" front":" back") : (i%2===0?"front":"back")) + " · side "+(i+1) + (pg.first?" · first side":""); wrap.append(cv,cap); pagesEl.append(wrap); }); if(built.pages.length>shown){ const n=document.createElement("div"); n.className="empty"; n.textContent="Showing the first "+shown+" sides. Export or print to get all "+built.pages.length+"."; pagesEl.append(n); } updatePlanHint(); const g=geom(); statsEl.textContent = built.pages.length+" side"+(built.pages.length===1?"":"s") +" · "+Math.ceil(built.pages.length/2)+" folio"+(Math.ceil(built.pages.length/2)===1?"":"s") +" · "+S.pw+" × "+S.ph+" in · line pitch "+g.pitch.toFixed(2)+" in"; } function updatePlanHint(){ const el=document.getElementById("planHint"); const jobs=outputPlan(); if(!jobs.length){ el.textContent="Nothing to print yet."; return; } const sp=sheetSpec(), sheets=jobs[jobs.length-1].sheet+1; const bits=[jobs.length+" side"+(jobs.length===1?"":"s")+" on "+sheets+" sheet"+(sheets===1?"":"s")]; if(sp.per>1) bits.push(sp.per+" per sheet"); if(S.duplex!=="off"){ bits.push(turnBacks()? "backs turned 180\u00b0" : "backs upright"); if(sp.per>1 && S.sides==="all") bits.push("fronts and backs on facing sheets"); } el.textContent = bits.join(" \u00b7 ") + "."; } let raf=null; function schedule(){ if(raf) cancelAnimationFrame(raf); raf=requestAnimationFrame(()=>{raf=null;render();}); } function fitZoom(){ const w=document.getElementById("sheetwrap").clientWidth-56; zoom=Math.max(30,Math.min(220, Math.round(w/S.pw))); zoomEl.value=zoom; schedule(); } /* ---------- font picker ---------- */ function opt(v,label){ const o=document.createElement("option"); o.value=v; o.textContent=label; return o; } let listed=new Set(); function group(sel,label,list){ const items=list.filter(f=>f && !listed.has(f)); items.forEach(f=>listed.add(f)); if(!items.length) return; const g=document.createElement("optgroup"); g.label=label; items.forEach(f=>g.append(opt(f,f))); sel.append(g); } function populateFonts(){ const sel=document.getElementById("font"); sel.textContent=""; listed=new Set(); const known=new Set([...loadedFonts,...detectedFonts,...WEB_FONTS,...MONLAM_FONTS,...OTHER_FONTS]); group(sel,"Added here",loadedFonts); group(sel,"On this machine",detectedFonts); group(sel,"From the web",WEB_FONTS); group(sel,detectedFonts.length?"Monlam":"Monlam, if installed",MONLAM_FONTS); group(sel,detectedFonts.length?"Other Tibetan faces":"Other Tibetan faces, if installed",OTHER_FONTS); const cur=familyName(); if(cur && !known.has(cur) && S.font!=="__custom__") group(sel,"From your template",[cur]); sel.append(opt("__custom__","Another font, by name\u2026")); sel.value = S.font; if(sel.selectedIndex<0){ sel.value="__custom__"; } } /* ---------- fonts added from file ---------- */ const loadedFonts=[], faceRefs=new Map(); function idb(){ return new Promise((res,rej)=>{ if(!window.indexedDB) return rej(new Error("no storage")); const r=indexedDB.open("ttm-fonts",1); r.onupgradeneeded=()=>r.result.createObjectStore("fonts"); r.onsuccess=()=>res(r.result); r.onerror=()=>rej(r.error); }); } async function storeFont(name,buf){ const db=await idb(); await new Promise((res,rej)=>{ const t=db.transaction("fonts","readwrite"); t.objectStore("fonts").put(buf,name); t.oncomplete=res; t.onerror=()=>rej(t.error); }); } async function forgetFont(name){ const db=await idb(); await new Promise((res,rej)=>{ const t=db.transaction("fonts","readwrite"); t.objectStore("fonts").delete(name); t.oncomplete=res; t.onerror=()=>rej(t.error); }); } async function storedFonts(){ const db=await idb(); return new Promise((res,rej)=>{ const t=db.transaction("fonts","readonly"), st=t.objectStore("fonts"); const k=st.getAllKeys(), v=st.getAll(); t.oncomplete=()=>res(k.result.map((key,i)=>[key,v.result[i]])); t.onerror=()=>rej(t.error); }); } async function registerFont(name,buf){ const face=new FontFace(name, buf instanceof ArrayBuffer ? buf : buf.slice(0)); await face.load(); document.fonts.add(face); faceRefs.set(name,face); if(!loadedFonts.includes(name)) loadedFonts.push(name); } function drawLoadedList(){ const box=document.getElementById("loadedList"); box.textContent=""; if(!loadedFonts.length) return; const wrap=document.createElement("div"); wrap.className="loaded"; loadedFonts.forEach(name=>{ const chip=document.createElement("span"); chip.className="chip"; const t=document.createElement("span"); t.textContent=name; const x=document.createElement("button"); x.type="button"; x.textContent="\u00d7"; x.title="Remove "+name; x.addEventListener("click",()=>removeFont(name)); chip.append(t,x); wrap.append(chip); }); box.append(wrap); } async function addFontFiles(files){ const hint=document.getElementById("fontHint"); let added=null; for(const f of files){ const name=f.name.replace(/\.(ttf|otf|woff2?|TTF|OTF|WOFF2?)$/,"").replace(/[_]+/g," ").trim(); try{ const buf=await f.arrayBuffer(); await registerFont(name,buf); try{ await storeFont(name,buf); }catch(e){ /* no storage: this session only */ } added=name; }catch(err){ hint.textContent="Could not read "+f.name+". It needs to be a .ttf, .otf or .woff file."; } } if(added){ S.font=added; cache=new Map(); cacheKey=""; syncControls(); drawLoadedList(); buildSpecimens(); fontStatus(); schedule(); hint.textContent=loadedFonts.length+" font"+(loadedFonts.length===1?"":"s")+" added here. They stay in this browser until you remove them."; } } async function removeFont(name){ const i=loadedFonts.indexOf(name); if(i>=0) loadedFonts.splice(i,1); const face=faceRefs.get(name); if(face){ try{ document.fonts.delete(face); }catch(e){} faceRefs.delete(name); } try{ await forgetFont(name); }catch(e){} if(familyName()===name) S.font="Noto Serif Tibetan"; cache=new Map(); cacheKey=""; syncControls(); drawLoadedList(); buildSpecimens(); fontStatus(); schedule(); } async function restoreFonts(){ try{ const rows=await storedFonts(); for(const [name,buf] of rows){ try{ await registerFont(name,buf); }catch(e){} } if(loadedFonts.length){ cache=new Map(); cacheKey=""; syncControls(); drawLoadedList(); buildSpecimens(); fontStatus(); schedule(); } }catch(e){ /* storage unavailable */ } } function specimenGroups(){ const seen=new Set(), out=[]; const add=(label,list)=>{ const items=list.filter(f=>f && !seen.has(f)); items.forEach(f=>seen.add(f)); if(items.length) out.push({label,items}); }; add("Added here",loadedFonts); add("On this machine",detectedFonts); add("Monlam",MONLAM_FONTS); add("From the web",WEB_FONTS); add("Other Tibetan faces",OTHER_FONTS); return out; } function buildSpecimens(){ const box=document.getElementById("specimens"); if(box.hidden) return; const line=((sourceText().split("\n").find(l=>l.trim())||"\u0F56\u0F7C\u0F51\u0F0B\u0F61\u0F72\u0F42\u0F0B\u0F42\u0F72\u0F0B\u0F51\u0F54\u0F60\u0F0B\u0F46\u0F0D").trim()).slice(0,44); box.textContent=""; const cur=familyName(); specimenGroups().forEach(g=>{ const h=document.createElement("div"); h.className="specgroup"; h.textContent=g.label; box.append(h); g.items.forEach(f=>{ const b=document.createElement("button"); b.type="button"; b.className="spec"; b.setAttribute("aria-pressed", String(cur===f)); const t=document.createElement("div"); t.className="tibline"; t.style.fontFamily='"'+f+'",'+FALLBACK; t.textContent=line; const n=document.createElement("div"); n.className="name"; const nm=document.createElement("span"); nm.textContent=f; n.append(nm); if(!fontResolves(f)){ const m=document.createElement("span"); m.className="miss"; m.textContent="not found here"; n.append(m); } b.append(t,n); b.addEventListener("click",()=>{ S.font=f; syncControls(); buildSpecimens(); fontStatus(); schedule(); }); box.append(b); }); }); } async function scanFonts(){ const btn=document.getElementById("btnScan"); if(!window.queryLocalFonts) return; btn.disabled=true; btn.textContent="Looking\u2026"; try{ const all=await window.queryLocalFonts(); const fams=[...new Set(all.map(f=>f.family))].filter(f=>TIB_FONT_RE.test(f)).sort(); detectedFonts=fams; populateFonts(); buildSpecimens(); document.getElementById("fontHint").textContent = fams.length ? "Found "+fams.length+" Tibetan face"+(fams.length===1?"":"s")+" installed here." : "No Tibetan fonts found on this machine. Install the Monlam pack, or use the Noto faces above."; }catch(err){ document.getElementById("fontHint").textContent="Permission to read your fonts was declined. You can still type a font name in by hand."; } btn.disabled=false; btn.textContent="Find the fonts on this machine"; } /* ---------- controls ---------- */ function syncControls(){ document.querySelectorAll("[data-k]").forEach(el=>{ const k=el.dataset.k; if(el.type==="checkbox") el.checked=!!S[k]; else el.value=S[k]; if(el.dataset.out) document.getElementById(el.dataset.out).textContent=fmtOut(el); }); document.querySelectorAll("#modeSeg button").forEach(b=>b.setAttribute("aria-pressed", String(b.dataset.mode===S.mode))); document.querySelectorAll("#paperSeg button").forEach(b=>b.setAttribute("aria-pressed", String(b.dataset.paper===S.paper))); populateFonts(); document.getElementById("thirdBox").hidden = S.boxes<3; document.getElementById("customWrap").hidden = S.font!=="__custom__"; document.getElementById("revWrap").hidden = S.sides==="all"; const src=document.getElementById("src"); src.value=S.raw; src.className=S.mode==="wylie"?"wylie":"tibetan"; src.style.fontFamily = S.mode==="wylie" ? "" : fontStack(); document.getElementById("yigoText").style.fontFamily=fontStack(); document.getElementById("coverTitle").style.fontFamily=fontStack(); document.getElementById("modeHint").textContent = S.mode==="wylie" ? "Type Wylie: sangs rgyas chos / — spaces become tsheg, a slash becomes a shad." : "Paste Unicode Tibetan, or add a Tibetan keyboard in System Settings \u203a Keyboard \u203a Input Sources."; const pre=document.getElementById("preset"); const match=[...pre.options].find(o=>o.value===S.pw+","+S.ph); pre.value=match?match.value:"custom"; } function fmtOut(el){ const v=S[el.dataset.k]; return (el.dataset.unit? v+" "+el.dataset.unit : String(v)); } document.querySelectorAll("[data-k]").forEach(el=>{ el.addEventListener("input",()=>{ const k=el.dataset.k; if(el.type==="checkbox") S[k]=el.checked; else if(el.type==="number"||el.type==="range"){ const n=parseFloat(el.value); if(!isFinite(n)) return; S[k]=n; } else if(k==="boxes"){ S[k]=parseInt(el.value,10)||2; document.getElementById("thirdBox").hidden=S.boxes<3; } else S[k]=el.value; if(el.dataset.out) document.getElementById(el.dataset.out).textContent=fmtOut(el); if(k==="sides"){ document.getElementById("revWrap").hidden = S.sides==="all"; } if(k==="sides"||k==="duplex"||k==="sheet"||k==="reverse"||k==="dpiOut") updatePlanHint(); if(k==="font"||k==="fontCustom"){ document.getElementById("customWrap").hidden = S.font!=="__custom__"; document.getElementById("revWrap").hidden = S.sides==="all"; document.getElementById("src").style.fontFamily = S.mode==="wylie" ? "" : fontStack(); document.getElementById("yigoText").style.fontFamily = fontStack(); fontStatus(); } if(k==="pw"||k==="ph"){ const pre=document.getElementById("preset"); const m=[...pre.options].find(o=>o.value===S.pw+","+S.ph); pre.value=m?m.value:"custom"; } schedule(); }); }); document.getElementById("src").addEventListener("input",e=>{ S.raw=e.target.value; schedule(); buildSpecimens(); }); document.querySelectorAll("#modeSeg button").forEach(b=>b.addEventListener("click",()=>{ S.mode=b.dataset.mode; syncControls(); schedule(); })); document.querySelectorAll("#paperSeg button").forEach(b=>b.addEventListener("click",()=>{ S.paper=b.dataset.paper; syncControls(); schedule(); })); const PRESET_GEOM={ "11,3.5" :{ml:0.5,mr:0.5,mt:0.3,mb:0.3,sideA:0.55,vertA:0.06,textMargin:0.08,lines:6,fs:23}, "14,4.25" :{ml:0.6,mr:0.6,mt:0.35,mb:0.35,sideA:0.7,vertA:0.07,textMargin:0.09,lines:7,fs:26}, "8.5,2.75" :{ml:0.4,mr:0.4,mt:0.24,mb:0.24,sideA:0.45,vertA:0.05,textMargin:0.07,lines:5,fs:19}, "12.6,4.13":{ml:0.55,mr:0.55,mt:0.32,mb:0.32,sideA:0.62,vertA:0.06,textMargin:0.08,lines:6,fs:25}, "11,8.5" :{ml:0.75,mr:0.75,mt:0.7,mb:0.7,sideA:0.8,vertA:0.1,textMargin:0.1,lines:14,fs:24} }; document.getElementById("preset").addEventListener("change",e=>{ const v=e.target.value; if(v==="custom") return; const [w,h]=v.split(",").map(Number); S.pw=w; S.ph=h; const g=PRESET_GEOM[v]; if(g) Object.keys(g).forEach(k=>{ S[k]=g[k]; }); syncControls(); schedule(); }); document.querySelectorAll(".tabs button").forEach(b=>b.addEventListener("click",()=>{ document.querySelectorAll(".tabs button").forEach(x=>x.setAttribute("aria-selected",String(x===b))); document.querySelectorAll(".pane").forEach(p=>{ p.hidden = p.dataset.pane!==b.dataset.tab; }); })); zoomEl.addEventListener("input",e=>{ zoom=+e.target.value; schedule(); }); document.getElementById("btnFit").addEventListener("click",fitZoom); window.addEventListener("resize",()=>{ clearTimeout(window.__rz); window.__rz=setTimeout(fitZoom,180); }); document.getElementById("btnSample").addEventListener("click",()=>{ S.mode="uni"; S.raw=SAMPLE; syncControls(); schedule(); }); document.getElementById("btnClear").addEventListener("click",()=>{ S.raw=""; syncControls(); schedule(); }); document.getElementById("btnImport").addEventListener("click",()=>document.getElementById("fileTxt").click()); document.getElementById("fileTxt").addEventListener("change",e=>{ const f=e.target.files[0]; if(!f) return; const r=new FileReader(); r.onload=()=>{ S.raw=String(r.result).replace(/\r\n?/g,"\n"); syncControls(); schedule(); }; r.readAsText(f,"utf-8"); e.target.value=""; }); function download(blob,name){ const a=document.createElement("a"); a.href=URL.createObjectURL(blob); a.download=name; document.body.append(a); a.click(); a.remove(); setTimeout(()=>URL.revokeObjectURL(a.href),2000); } document.getElementById("btnExportTxt").addEventListener("click",()=>{ download(new Blob([sourceText()],{type:"text/plain;charset=utf-8"}),"tibetan-text.txt"); }); document.getElementById("btnSave").addEventListener("click",()=>{ const t=Object.assign({},S); delete t.raw; download(new Blob([JSON.stringify(t,null,2)],{type:"application/json"}),"tibetan-text-template.json"); }); document.getElementById("btnOpen").addEventListener("click",()=>document.getElementById("fileTpl").click()); document.getElementById("fileTpl").addEventListener("change",e=>{ const f=e.target.files[0]; if(!f) return; const r=new FileReader(); r.onload=()=>{ try{ const t=JSON.parse(String(r.result)); for(const k of Object.keys(S)) if(k!=="raw" && k in t) S[k]=t[k]; if(LEGACY_FONT.hasOwnProperty(S.font)) S.font = LEGACY_FONT[S.font] || "Kailasa"; syncControls(); schedule(); }catch(err){ alert("That file isn't a Tibetan Text Maker template."); } }; r.readAsText(f,"utf-8"); e.target.value=""; }); /* ---------- output ---------- */ function sheetSpec(){ if(S.sheet==="exact") return {size:[S.pw,S.ph], per:1, w:S.pw, h:S.ph, m:0, gap:0, exact:true}; const size = S.sheet==="a4" ? [11.69,8.27] : [11,8.5]; const m=0.3, gap=0.22; const scale=Math.min(1,(size[0]-2*m)/S.pw); const w=S.pw*scale, h=S.ph*scale; const per=Math.max(1,Math.floor((size[1]-2*m+gap)/(h+gap))); return {size,per,w,h,m,gap,exact:false}; } // A sheet flipped on its long edge comes back upside down when the page is // landscape; on the short edge when it is portrait. Either way the backs turn. function turnBacks(){ if(S.duplex==="off") return false; const sp=sheetSpec(); const landscape = sp.size[0] >= sp.size[1]; return S.duplex==="long" ? landscape : !landscape; } function outputPlan(){ if(!doc) return []; const sp=sheetSpec(), per=sp.per, turn=turnBacks(), n=doc.pages.length, jobs=[]; const add=(pi,sheet,slot,rotate)=>{ if(pi>=0 && pi<n) jobs.push({pi,sheet,slot,rotate:!!rotate}); }; if(S.sides==="all" && S.duplex!=="off" && per>1){ // impose: one sheet of fronts, then the matching sheet of backs const folios=Math.ceil(n/2); let sheet=0; for(let b=0;b<folios;b+=per){ const count=Math.min(per,folios-b); for(let k=0;k<count;k++) add((b+k)*2, sheet, k, false); sheet++; for(let k=0;k<count;k++) add((b+k)*2+1, sheet, turn?per-1-k:k, turn); sheet++; } } else { let idx=doc.pages.map((_,i)=>i); if(S.sides==="front") idx=idx.filter(i=>i%2===0); else if(S.sides==="back") idx=idx.filter(i=>i%2===1); // chunk into sheets first: flipping a stack reverses the sheets, not the strips within one const chunks=[]; for(let k=0;k<idx.length;k+=per) chunks.push(idx.slice(k,k+per)); if(S.reverse) chunks.reverse(); chunks.forEach((chunk,sheet)=>chunk.forEach((pi,k)=>{ const back = turn && pi%2===1; add(pi, sheet, back && per>1 ? per-1-k : k, back); })); } return jobs; } const rotCv=document.createElement("canvas"); function turned(cv,rotate){ if(!rotate) return cv; rotCv.width=cv.width; rotCv.height=cv.height; const c=rotCv.getContext("2d"); c.translate(cv.width,cv.height); c.rotate(Math.PI); c.drawImage(cv,0,0); return rotCv; } function eachOutput(dpi,cb){ primeMeasure(); PREVIEW=false; const cv=document.createElement("canvas"); const jobs=outputPlan(); jobs.forEach(j=>{ drawPage(cv,doc.pages[j.pi],j.pi,dpi,doc); cb(turned(cv,j.rotate), j); }); PREVIEW=true; return jobs.length; } function outName(ext){ return "pecha"+(S.sides==="front"?"-fronts":S.sides==="back"?"-backs":"")+"."+ext; } function outDpi(){ return Math.max(120,Math.min(600, parseInt(S.dpiOut,10)||300)); } document.getElementById("btnPdf").addEventListener("click",()=>{ if(!window.jspdf||!window.jspdf.jsPDF){ alert("The PDF builder did not load. Use Print instead, and choose \u201cSave as PDF\u201d."); return; } const btn=document.getElementById("btnPdf"); btn.disabled=true; btn.textContent="Building\u2026"; setTimeout(()=>{ try{ const {jsPDF}=window.jspdf; const sp=sheetSpec(), dpi=outDpi(); const ori = sp.size[0]>=sp.size[1] ? "l" : "p"; let pdf=null, cur=-1; const made=eachOutput(dpi,(cv,j)=>{ if(j.sheet!==cur){ if(!pdf) pdf=new jsPDF({unit:"in",format:sp.size,orientation:ori}); else pdf.addPage(sp.size,ori); cur=j.sheet; } const x=(sp.size[0]-sp.w)/2; const y=sp.exact ? 0 : sp.m+j.slot*(sp.h+sp.gap); pdf.addImage(cv.toDataURL("image/png"),"PNG",sp.exact?0:x,y,sp.w,sp.h); if(!sp.exact){ pdf.setDrawColor(160); pdf.setLineWidth(0.006); pdf.line(x-0.18,y,x-0.06,y); pdf.line(x+sp.w+0.06,y,x+sp.w+0.18,y); pdf.line(x-0.18,y+sp.h,x-0.06,y+sp.h); pdf.line(x+sp.w+0.06,y+sp.h,x+sp.w+0.18,y+sp.h); } }); if(!made || !pdf) alert("There are no sides to export yet."); else pdf.save(outName("pdf")); }catch(err){ alert("Could not build the PDF: "+err.message); } btn.disabled=false; btn.textContent="Export PDF"; },30); }); document.getElementById("btnPrint").addEventListener("click",()=>{ const jobs=outputPlan(); if(!jobs.length){ alert("There are no sides to print yet."); return; } const sheets=jobs[jobs.length-1].sheet+1; if(sheets>60 && !confirm(sheets+" sheets will be sent to the printer. Carry on?")) return; const sp=sheetSpec(); // collect one image per side, grouped into sheets const bySheet=[]; eachOutput(Math.min(400,outDpi()),(cv,j)=>{ (bySheet[j.sheet]=bySheet[j.sheet]||[]).push({ src:cv.toDataURL("image/png"), left:(sp.exact?0:(sp.size[0]-sp.w)/2)+"in", top:(sp.exact?0:sp.m+j.slot*(sp.h+sp.gap))+"in" }); }); const css="@page{size:"+sp.size[0]+"in "+sp.size[1]+"in;margin:0}" +"html,body{margin:0;padding:0;background:#fff}" +".sheet{position:relative;width:"+sp.size[0]+"in;height:"+sp.size[1]+"in;" +"page-break-after:always;break-after:page;overflow:hidden}" +".sheet:last-child{page-break-after:auto;break-after:auto}" +".sheet img{position:absolute;width:"+sp.w+"in;height:"+sp.h+"in}"; const body=bySheet.map(imgs=>"<div class='sheet'>" +imgs.map(i=>"<img src='"+i.src+"' style='left:"+i.left+";top:"+i.top+"'>").join("") +"</div>").join(""); // a separate window prints only the folios, wherever this app is embedded const win=window.open("","_blank"); if(win){ win.document.open(); win.document.write("<!DOCTYPE html><html><head><meta charset='utf-8'><title>pecha</title>" +"<style>"+css+"</style></head><body>"+body +"<scr"+"ipt>window.onload=function(){setTimeout(function(){window.focus();window.print();},250);}</scr"+"ipt>" +"</body></html>"); win.document.close(); return; } // popup blocked: fall back to printing this document const area=document.getElementById("printArea"); area.innerHTML=body; document.getElementById("printStyle").textContent="@media print{"+css +"body>*{display:none!important}#printArea{display:block!important}}"; setTimeout(()=>window.print(),450); }); /* ---------- environment ---------- */ const IS_MAC = /Mac|iP(hone|ad)/.test(navigator.platform||navigator.userAgent); const IS_SAFARI = /^((?!chrome|android|crios|fxios).)*safari/i.test(navigator.userAgent); function say(html){ const n=document.getElementById("envNote"); n.innerHTML=html; n.hidden=false; } function checkEnv(){ const noPdf = !(window.jspdf && window.jspdf.jsPDF); const msgs=[]; if(noPdf) msgs.push("The PDF builder could not load, most likely blocked by the site this sits on. Use <b>Print</b> and choose <b>Save as PDF</b> in the print dialog \u2014 the result is the same."); else if(IS_SAFARI) msgs.push("Safari trims custom paper sizes when printing. For true folio dimensions use <b>Export PDF</b>, then print that from Preview."); if(msgs.length) say(msgs.join(" ")); if(noPdf){ const b=document.getElementById("btnPdf"); b.disabled=true; b.title="Needs the PDF library"; } } document.getElementById("btnScan").addEventListener("click",scanFonts); document.getElementById("btnRef").addEventListener("click",()=>document.getElementById("fileRef").click()); document.getElementById("btnRefClear").addEventListener("click",()=>{ if(refImg && refImg.src.indexOf("blob:")===0) URL.revokeObjectURL(refImg.src); refImg=null; document.getElementById("refControls").hidden=true; document.getElementById("btnRefClear").hidden=true; schedule(); }); document.getElementById("fileRef").addEventListener("change",e=>{ const f=e.target.files[0]; e.target.value=""; if(!f) return; const img=new Image(); img.onload=()=>{ refImg=img; document.getElementById("refControls").hidden=false; document.getElementById("btnRefClear").hidden=false; const ratio=img.naturalWidth/img.naturalHeight; document.getElementById("refInfo").textContent = "The image is "+img.naturalWidth+" \u00d7 "+img.naturalHeight+", a ratio of "+ratio.toFixed(2) +". Your folio is "+(S.pw/S.ph).toFixed(2)+". Set the folio to the same ratio and the boxes will line up truly."; schedule(); }; img.onerror=()=>alert("That image could not be read."); img.src=URL.createObjectURL(f); }); document.getElementById("btnAddFont").addEventListener("click",()=>document.getElementById("fileFont").click()); document.getElementById("fileFont").addEventListener("change",e=>{ const files=[...e.target.files]; e.target.value=""; if(files.length) addFontFiles(files); }); document.getElementById("btnCompare").addEventListener("click",()=>{ const box=document.getElementById("specimens"), btn=document.getElementById("btnCompare"); box.hidden=!box.hidden; btn.textContent = box.hidden ? "See the faces" : "Hide the faces"; buildSpecimens(); }); /* ---------- go ---------- */ syncControls(); if(window.queryLocalFonts) document.getElementById("btnScan").hidden=false; document.getElementById("fontHint").innerHTML = window.queryLocalFonts ? "Pick any face you have installed. Monlam\u2019s cursive styles sit lower on the line \u2014 use <b>Line height position</b> to settle them." : "Monlam and other installed faces are listed whether or not this browser can confirm them. If a name is missing, choose <b>Another font, by name</b>. Note that legacy <b>Monlam Bodyig</b> is not Unicode, so it will render as gibberish here; use the <b>Monlam Uni</b> faces."; const remeasure=()=>{ cache=new Map(); cacheKey=""; render(); fontStatus(); buildSpecimens(); }; const start=()=>{ fitZoom(); render(); checkEnv(); fontStatus(); restoreFonts(); }; start(); if(document.fonts && document.fonts.ready) document.fonts.ready.then(remeasure).catch(()=>{}); setTimeout(remeasure, 1200); </script> </body> </html>
