{
 "name": "Clics Optiques",
 "short_name": "Clics",
 "description": "Calculateur de clics de réglage pour la lunette 6-24×50 (1/4 MOA) et le point rouge FastFire 3 (1 MOA), tir de précision.",
 "start_url": "./index.html",
 "scope": "./",
 "id": "./index.html",
 "display": "standalone",
 "orientation": "portrait",
 "background_color": "#15171A",
 "theme_color": "#15171A",
 "lang": "fr",
 "icons": [
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",
   "sizes": "512x512",
   "type": "image/png",
   "purpose": "any"
  },
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   "src": 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   "sizes": "512x512",
   "type": "image/png",
   "purpose": "maskable"
  }
 ]
}
