const beliefs = [
  '2nd-order effects become standalone ventures',
  'Invest above the infrastructure layer',
  'Outcomes over SaaS productivity',
  'Dispassionate evaluation with human & agent analysis',
  'AI runs the company before we ever hire',
];

function BeliefsSection() {
  return (
    <section id="thesis" className="site-section" style={{ paddingTop: 64, paddingBottom: 64, background: 'var(--ink-950)', fontFamily: 'var(--font-body)' }}>
      <div style={{ fontFamily: 'var(--font-mono)', fontSize: 12, textTransform: 'uppercase', letterSpacing: 'var(--tracking-widest)', color: 'var(--lime-500)', marginBottom: 16, maxWidth: 1120, margin: '0 auto 16px' }}>What we believe</div>
      <div style={{ display: 'grid', gridTemplateColumns: 'repeat(auto-fit,minmax(220px,1fr))', gap: 24, maxWidth: 1120, margin: '0 auto' }}>
        {beliefs.map((b) => (
          <div key={b} style={{ borderTop: '1px solid var(--ink-700)', paddingTop: 16, color: '#fff', fontSize: 16, lineHeight: 'var(--leading-normal)', fontWeight: 500 }}>{b}</div>
        ))}
      </div>
      <div style={{ maxWidth: 1120, margin: '40px auto 0', background: 'var(--ink-900)', border: '1px solid var(--ink-700)', borderRadius: 'var(--radius-lg)', padding: 32, display: 'flex', gap: 24, alignItems: 'center' }}>
        <img loading="lazy" decoding="async" 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" alt="Martin Modahl" style={{ width: 76, height: 76, borderRadius: '50%', objectFit: 'cover', flex: 'none' }} />
        <div>
          <div style={{ color: '#fff', fontSize: 15, lineHeight: 1.55 }}>
            "Agentic AI isn't just about being faster and more accurate. Enduring AI innovations will challenge the status quo. They will rethink, rework, and reinvent everything. That includes the world of venture. Our initial founders will almost always be our AI agents. Then human founders will take the reins and provide the judgment required to rapidly scale."
          </div>
          <div style={{ marginTop: 14, fontSize: 13, fontWeight: 700, color: 'var(--lime-500)' }}>Martin Modahl</div>
          <div style={{ fontSize: 12, color: 'var(--ink-300)' }}>CTO @ agens field</div>
        </div>
      </div>
    </section>
  );
}
