/* Landing page: nav + hero (philosopher quote) + gallery + footer.
   Accent palette, entry layout, and hero quote are live tweaks. */

const TWEAK_DEFAULTS = /*EDITMODE-BEGIN*/{
  "accent": "#58C4DD",
  "entryLayout": "cards",
  "quote": "Plato"
}/*EDITMODE-END*/;

const QUOTES = {
  "Plato":     { text: 'Geometry will draw the soul toward truth.', who: 'Plato', note: 'Republic, VII' },
  "Proust":    { text: 'The real voyage of discovery is not in seeking new landscapes, but in having new eyes.', who: 'Marcel Proust', note: 'In Search of Lost Time' },
  "Galileo":   { text: 'The universe is written in the language of mathematics.', who: 'Galileo Galilei', note: 'The Assayer, 1623' },
  "Poincaré":  { text: 'It is by logic that we prove, but by intuition that we discover.', who: 'Henri Poincaré', note: 'Science and Method' },
  "Tukey":     { text: 'The greatest value of a picture is when it forces us to notice what we never expected to see.', who: 'John W. Tukey', note: 'Exploratory Data Analysis' },
  "Blake":     { text: 'To see a world in a grain of sand.', who: 'William Blake', note: 'Auguries of Innocence' },
};

function StarMark({ size = 20, color = 'currentColor' }) {
  return (
    <svg width={size} height={size} viewBox="0 0 24 24" fill="none" aria-hidden="true" style={{ display: 'block' }}>
      <path d="M12 1 Q12.9 11.1 23 12 Q12.9 12.9 12 23 Q11.1 12.9 1 12 Q11.1 11.1 12 1 Z" fill={color} />
    </svg>
  );
}

const NAV = ['Visualizations', 'Topics', 'About'];

function Nav({ scrolled }) {
  return (
    <header className={'nav' + (scrolled ? ' nav-solid' : '')}>
      <a className="brand" href="#top">
        <span className="brand-mark"><StarMark size={18} color="var(--accent)" /></span>
        <span className="brand-name">Visualization for Applied Econometrics</span>
      </a>
    </header>
  );
}

const HERO_STATUS = { live: 'Available', soon: 'Forthcoming', future: 'In preparation' };

function HeroEntry({ e }) {
  const live = e.status === 'live';
  const inner = (
    <React.Fragment>
      <span className="he-num">{e.n}</span>
      <span className="he-pill">{e.title}</span>
      <span className="he-lead" aria-hidden="true"></span>
      <span className={'he-status he-status-' + e.status}>{HERO_STATUS[e.status]}</span>
      {live && <i className="arr he-arr">↗</i>}
    </React.Fragment>
  );
  const cls = 'he-entry' + (live ? ' is-live' : '') + (e.status === 'future' ? ' is-future' : '');
  return live
    ? <a className={cls} href={e.href} title={e.topic}>{inner}</a>
    : <div className={cls} aria-disabled="true" title={e.topic}>{inner}</div>;
}

function Hero({ q }) {
  const quote = QUOTES[q] || QUOTES.Plato;
  return (
    <section className="hero" id="top">
      <div className="hero-art">
        <image-slot id="hero-nightingale-web" 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" placeholder="Nighthawks"></image-slot>
        <div className="hero-blur"></div>
        <div className="hero-fade"></div>
      </div>
      <figure className="hero-quote-tag">
        <blockquote>{quote.text}</blockquote>
        <figcaption>— {quote.who}<span>{quote.note}</span></figcaption>
      </figure>
      <div className="hero-inner">
        <p className="eyebrow">A visual companion for applied econometrics</p>
        <div className="contents-head">
          <h1 className="hero-h">Contents</h1>
        </div>
        <div className="hero-entries" id="visualizations">
          {VIZ_ENTRIES.map((e) => <HeroEntry key={e.n} e={e} />)}
        </div>
      </div>
      <div className="art-note">
        <p className="art-title">Edward Hopper · Nighthawks · 1942</p>
        <p className="art-line">Hopper’s <em>Nighthawks</em> — a room of pure glass, and not one door. Like causality, it can only be glimpsed from the outside; never entered, only inferred.</p>
      </div>
    </section>
  );
}

function Gallery({ layout }) {
  const live = VIZ_ENTRIES.filter((e) => e.status === 'live').length;
  return (
    <section className="section" id="visualizations">
      <div className="sec-head">
        <div>
          <p className="eyebrow">The series</p>
          <h2 className="sec-title">Visualizations</h2>
        </div>
        <p className="sec-meta">
          {String(VIZ_ENTRIES.length).padStart(2, '0')} chapters · {live} live · the rest in construction
        </p>
      </div>
      <EntryGallery layout={layout} />
    </section>
  );
}

function TopicsStrip() {
  const items = [
    { k: 'Projection', v: 'Least squares is a shadow. We draw the light source.' },
    { k: 'Orthogonality', v: 'Why uncorrelated regressors let simple regressions just work.' },
    { k: 'Identification', v: 'What has to be true for an estimate to mean anything.' },
  ];
  return (
    <section className="section topics" id="topics">
      <p className="eyebrow center">What these visualizations are about</p>
      <div className="topic-grid">
        {items.map((it) => (
          <div key={it.k} className="topic-cell">
            <h3 className="topic-k">{it.k}</h3>
            <p className="topic-v">{it.v}</p>
          </div>
        ))}
      </div>
    </section>
  );
}

function Footer() {
  return (
    <footer className="footer" id="about">
      <div className="foot-main">
        <div className="foot-brand">
          <span className="brand-mark lg"><StarMark size={26} color="var(--accent)" /></span>
          <div>
            <p className="foot-name">Visualization for Applied Econometrics</p>
            <p className="foot-desc">A visual companion accompanying an applied econometrics text — the geometry behind the estimators, built to be seen.</p>
          </div>
        </div>
        <div className="foot-cols">
          <div className="foot-col">
            <p className="foot-h">Chapters</p>
            {VIZ_ENTRIES.slice(0, 3).map((e) => (
              e.status === 'live'
                ? <a key={e.n} href={e.href}>{e.title}</a>
                : <span key={e.n} className="muted">{e.title}</span>
            ))}
          </div>
          <div className="foot-col">
            <p className="foot-h">About</p>
            <a href="#topics">The idea</a>
            <a href="#visualizations">All chapters</a>
          </div>
        </div>
      </div>
      <div className="foot-bar">
        <span>© {new Date().getFullYear()} · Visualization for Applied Econometrics</span>
        <span>Made to be watched, not just read.</span>
      </div>
    </footer>
  );
}

function App() {
  const t = TWEAK_DEFAULTS;
  const [scrolled, setScrolled] = React.useState(false);

  React.useEffect(() => {
    const onScroll = () => setScrolled(window.scrollY > 24);
    onScroll();
    window.addEventListener('scroll', onScroll, { passive: true });
    return () => window.removeEventListener('scroll', onScroll);
  }, []);

  React.useEffect(() => {
    document.documentElement.style.setProperty('--accent', t.accent);
  }, [t.accent]);

  return (
    <div className="page">
      <Nav scrolled={scrolled} />
      <Hero q={t.quote} />

    </div>
  );
}

ReactDOM.createRoot(document.getElementById('root')).render(<App />);
