{
  "name": "PlanLab AI",
  "short_name": "PlanLab",
  "description": "Copiloto pedagógico para Teorías de la Planificación",
  "start_url": "/",
  "display": "standalone",
  "background_color": "#064A63",
  "theme_color": "#064A63",
  "icons": [
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      "sizes": "192x192",
      "type": "image/png"
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",
      "sizes": "512x512",
      "type": "image/png"
    }
  ]
}