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) format("woff2"); font-weight: 100 900; font-style: normal; font-display: block; }
    :root { color-scheme: light; --text: #111; --muted: #555; --line: #999; --paper: #fff; --soft: #f3f3f3; }
    * { box-sizing: border-box; }
    html { scroll-behavior: smooth; }
    body { margin: 0; padding-block-start: 3.75rem; background: var(--paper); color: var(--text); font-family: "Vazirmatn", "B Lotus", "Segoe UI", Tahoma, sans-serif; font-size: 17px; line-height: 1.9; letter-spacing: 0; }
    body.dark { color-scheme: dark; --text: #f4f4f4; --muted: #c5c5c5; --line: #777; --paper: #151515; --soft: #242424; }
    main { max-width: 1040px; margin: 0 auto; padding: 1.25rem 1.4rem 4rem; }
    .toolbar { position: fixed; inset: 0 0 auto; z-index: 1000; display: flex; justify-content: center; align-items: center; gap: .5rem; flex-wrap: nowrap; overflow-x: auto; padding: .55rem .85rem; background: color-mix(in srgb, var(--paper) 96%, transparent); border-bottom: 1px solid var(--line); box-shadow: 0 2px 10px rgba(0,0,0,.08); }
    button { border: 1px solid var(--line); background: var(--paper); color: var(--text); padding: .35rem .7rem; border-radius: .25rem; font: inherit; cursor: pointer; }
    button:hover, button:focus-visible { outline: 2px solid var(--text); outline-offset: 2px; }
    .cover { text-align: center; padding: 4.5rem 1rem 3.5rem; border-bottom: 1px solid var(--line); }
    .cover h1 { margin: 0; font-size: clamp(1.85rem, 4vw, 3rem); line-height: 1.45; }
    .cover h2 { font-size: 1.2rem; font-weight: 500; margin: 1rem 0 0; }
    .cover .edition { margin-top: 1.75rem; color: var(--muted); }
    .toc { margin: 2.5rem 0; padding: 1.25rem 1.4rem; border: 1px solid var(--line); background: var(--soft); }
    #toc, section, h1, h2, h3, h4, h5, h6 { scroll-margin-top: 4.5rem; }
    .toc h2 { margin-top: 0; }
    .toc ul, .toc ol { padding-inline-start: 1.5rem; }
    .toc li { margin: .2rem 0; }
    a { color: inherit; text-decoration-thickness: .08em; text-underline-offset: .15em; }
    .future-toc { margin-top: 1.25rem; padding-top: 1rem; border-top: 1px solid var(--line); }
    .chapter { break-before: page; page-break-before: always; padding-top: 1rem; }
    h1, h2, h3, h4 { line-height: 1.5; break-after: avoid; page-break-after: avoid; }
    h1 { font-size: 2rem; margin: 0 0 2rem; }
    h2 { font-size: 1.55rem; margin: 2.5rem 0 1rem; }
    h3 { font-size: 1.25rem; margin: 2rem 0 .8rem; }
    p { text-align: justify; margin: 0 0 1rem; orphans: 2; widows: 2; }
    .note { border-inline-start: .28rem solid var(--line); padding-inline-start: 1rem; color: var(--muted); }
    figure { margin: 2rem auto; max-width: 920px; break-inside: avoid; page-break-inside: avoid; }
    figure img { display: block; width: auto; max-width: 100%; height: auto; margin: 0 auto; }
    figcaption { margin-top: .65rem; font-size: .92rem; line-height: 1.75; color: var(--muted); text-align: justify; }
    .subfigures { display: grid; grid-template-columns: repeat(auto-fit, minmax(240px, 1fr)); gap: 1rem; align-items: center; }
    .subfigure { position: relative; min-width: 0; }
    .subfigure img { width: 100%; max-height: 420px; object-fit: contain; }
    .sub-label { text-align: center; color: var(--muted); font-size: .9rem; }
    .table-wrap { overflow-x: auto; margin: 1.5rem 0 2rem; break-inside: avoid; }
    table { border-collapse: collapse; width: 100%; min-width: 850px; line-height: 1.7; }
    caption { caption-side: top; text-align: start; font-weight: 700; margin-bottom: .6rem; }
    th, td { border: 1px solid var(--line); padding: .45rem .55rem; vertical-align: top; text-align: start; }
    th { background: var(--soft); }
    .history-table td:nth-child(1) { white-space: nowrap; }
    .history-table td:nth-child(3), .history-table td:nth-child(4) { white-space: nowrap; }
    .reference { direction: ltr; unicode-bidi: embed; text-align: left; font-family: Georgia, "Times New Roman", serif; font-size: .94rem; line-height: 1.65; margin: 0 0 .8rem; }
    .equation { overflow-x: auto; margin: 1.2rem 0; padding: .55rem .8rem; text-align: center; break-inside: avoid; }
    .equation math { font-size: 1.15em; }
    .example { margin: 1.5rem 0; padding: .8rem 1rem; border: 1px solid var(--line); border-radius: .25rem; background: var(--soft); break-inside: avoid; }
    .example h4 { margin: 0 0 .7rem; }
    [dir="ltr"] { direction: ltr; unicode-bidi: isolate; }
    .meta { color: var(--muted); font-size: .9rem; }
    .reading-mode main { max-width: 820px; }
    .reading-mode body { font-size: 18px; }
    @media (max-width: 700px) { body { padding-block-start: 3.65rem; font-size: 16px; } main { padding-inline: .85rem; } .toolbar { justify-content: flex-start; } .cover { padding-block: 3rem; } h1 { font-size: 1.65rem; } h2 { font-size: 1.35rem; } }
    @media print { @page { size: A4; margin: 18mm 16mm 18mm; } .toolbar { display: none !important; } main { max-width: none; padding: 0; } .cover { padding: 20mm 0 15mm; } .chapter { break-before: page; page-break-before: always; } a { text-decoration: none; } figure, table, tr { break-inside: avoid; page-break-inside: avoid; } .toc { break-after: page; page-break-after: always; } body { padding-block-start: 0; font-size: 11pt; line-height: 1.8; } }
    