{
  "lighthouseVersion": "13.0.3",
  "requestedUrl": "https://geogebra.org/",
  "mainDocumentUrl": "https://www.geogebra.org/",
  "finalDisplayedUrl": "https://www.geogebra.org/",
  "finalUrl": "https://www.geogebra.org/",
  "fetchTime": "2026-04-22T20:48:01.867Z",
  "gatherMode": "navigation",
  "runWarnings": [
    "The page may not be loading as expected because your test URL (https://geogebra.org/) was redirected to https://www.geogebra.org/. Try testing the second URL directly."
  ],
  "userAgent": "Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/146.0.0.0 Safari/537.36",
  "environment": {
    "networkUserAgent": "Mozilla/5.0 (Linux; Android 11; moto g power (2022)) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/146.0.0.0 Mobile Safari/537.36",
    "hostUserAgent": "Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/146.0.0.0 Safari/537.36",
    "benchmarkIndex": 1373.5,
    "credits": {
      "axe-core": "4.11.2"
    }
  },
  "audits": {
    "is-on-https": {
      "id": "is-on-https",
      "title": "Uses HTTPS",
      "description": "All sites should be protected with HTTPS, even ones that don't handle sensitive data. This includes avoiding [mixed content](https://developers.google.com/web/fundamentals/security/prevent-mixed-content/what-is-mixed-content), where some resources are loaded over HTTP despite the initial request being served over HTTPS. HTTPS prevents intruders from tampering with or passively listening in on the communications between your app and your users, and is a prerequisite for HTTP/2 and many new web platform APIs. [Learn more about HTTPS](https://developer.chrome.com/docs/lighthouse/pwa/is-on-https/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "Insecure URL"
          },
          {
            "key": "resolution",
            "valueType": "text",
            "label": "Request Resolution"
          }
        ],
        "items": []
      }
    },
    "redirects-http": {
      "id": "redirects-http",
      "title": "Redirects HTTP traffic to HTTPS",
      "description": "Make sure that you redirect all HTTP traffic to HTTPS in order to enable secure web features for all your users. [Learn more](https://developer.chrome.com/docs/lighthouse/pwa/redirects-http/).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "first-contentful-paint": {
      "id": "first-contentful-paint",
      "title": "First Contentful Paint",
      "description": "First Contentful Paint marks the time at which the first text or image is painted. [Learn more about the First Contentful Paint metric](https://developer.chrome.com/docs/lighthouse/performance/first-contentful-paint/).",
      "score": 0.88,
      "scoreDisplayMode": "numeric",
      "numericValue": 1851.101,
      "numericUnit": "millisecond",
      "displayValue": "1.9 s",
      "scoringOptions": {
        "p10": 1800,
        "median": 3000
      }
    },
    "largest-contentful-paint": {
      "id": "largest-contentful-paint",
      "title": "Largest Contentful Paint",
      "description": "Largest Contentful Paint marks the time at which the largest text or image is painted. [Learn more about the Largest Contentful Paint metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-largest-contentful-paint/)",
      "score": 0.13,
      "scoreDisplayMode": "numeric",
      "numericValue": 5976.101000000001,
      "numericUnit": "millisecond",
      "displayValue": "6.0 s",
      "scoringOptions": {
        "p10": 2500,
        "median": 4000
      }
    },
    "speed-index": {
      "id": "speed-index",
      "title": "Speed Index",
      "description": "Speed Index shows how quickly the contents of a page are visibly populated. [Learn more about the Speed Index metric](https://developer.chrome.com/docs/lighthouse/performance/speed-index/).",
      "score": 1,
      "scoreDisplayMode": "numeric",
      "numericValue": 1921.5685305899278,
      "numericUnit": "millisecond",
      "displayValue": "1.9 s",
      "scoringOptions": {
        "p10": 3387,
        "median": 5800
      }
    },
    "screenshot-thumbnails": {
      "id": "screenshot-thumbnails",
      "title": "Screenshot Thumbnails",
      "description": "This is what the load of your site looked like.",
      "score": 1,
      "scoreDisplayMode": "informative",
      "details": {
        "type": "filmstrip",
        "scale": 3000,
        "items": [
          {
            "timing": 375,
            "timestamp": 1329783167291,
            "data": 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wx2aXWBcmA0Zk6RDVrBBAIbVupZUT7Ns7eGu7U7RcpNl7HUx7dMeVFbaD4bYUos+jH+Hgej0PXwNCCVxxxZ2odnqrXfOIp9pmWuU+GnoEdkANZGrSFaQrOAd8ncVpO1rtBv0XiaxcJcCJY883RAeMh5IUGkHOMA7dEqJJB2FdP5Vtum3PgK3M26HJlupuKFFDDSnFActzfAB23FVPajYr/YuNeFePrDbHromHGRHlxGkkrA0qGcDfdKyM42IGetAYf8AKBTxvAstlt/G0qBcmlSS9HnRUaDqCcKbWnAHeCCB41+tkfAT81flTtwvnEvaDaLS7D4QvEG2RZH/AB2VF1xxSeoSBkJAB38TX6rR8BPzUJPAbX/9Xd0/7gP+S3Vrxx2iXid2gvcH8KXK22XyJvmTbpP0kA4B0ISrYn0gPp6YyaPjtm+cFdvJ4yj2CdeLVLjBs+RoK1JPLCCNgcEFIO/UGoPGHDUmydojvGEvg1XEtgvTCHHoZZDj0R0pSTlODggjrjG5G1CDY8Acd3hjtB/ofxNdbZezJjmRDuUAJGojJKFhOwOAfo78118SO9pyrpMX/Srhfh6Gh1YjMu6Sp1sH0VK1hWMjHQ+6nZu/bLpxY25ZezFywR2mFqF0kxUsrQ4RgADG4IJGxNeb8J2g8P3S+R+PeALvxLxC9IK40oMl5l0HbdROkAnfVg7HuxQHoHCPafeL/wBknFtwfUwxxBZG3Ec9hIUhRCSUrCTkdQfZt7agdmF07UOPLdZrsu8QoVnYfAfUppPNnBLmV7JThIx6O2OnfWb7MbHdonZl2pRpdokxZL6FBqOGFAKOlezYx6Q7hj2V63+TzDkweyazx5sd6NISp7U08goUMuqO4O9AedcNcYdpXFXHPF1gsVzgtswpbiUSpcdGIraXFpCUhKfSUdvhZ+Ca1HY/xtxNL45v/BnGjsaXcbc2XUSmUBGoBSQdgACCFpI2HfUDsGtk+F2ldo78yFKjsvzVKacdaUhLg5zpykkYOxHTxr7wVbZzP5TvFs52FKRCdgqSiQppQbWcsbBWME7H6DQHuVKUoSKUpQClKUApSlAKUpQClKUApVfxBd4lgssy63FS0w4jZddKE6iEjwHfUXh3iSDxFw01fLSVuQnkLW3rToJ0kg7d24NAXVKwvZFx/wDnEsMu5C2+b+RJMfl8/m6sJBznSnx6YrdUApWd4/4ikcLcLSrtDtbt1eZKAIjSilS9SgNiEq6Zz07qk8GXl7iHhi33WTActz0pvWqK4SVNHJGCSB4eAoC5pSlAKUpQClKUApSlAKUpQClKUApVXxRfYXDNil3e6qWiFFSFOFCdRAJA2HzkVy4cvUPiKxw7tbFLVDlo5jRWnSSM43Hd0oCypSlAKUpQClKUAoelKHpQH5k7Mrh2jceucRQ4XFaoEWHI3kutB1zJ1BLafBO2SevSu/s5v/aRx63c+HUcQM212zulMm5cgLecJJSlvGw6pUdXXp79R+TTYrtZP6W+eLbMg+UTUra8oZU3zE+nunI3G4rj+T3YrtZ+KePnrrbZkNqVMSthb7KkB1Ot45SSNxuOniKEEnsF4u4hvL/FHD3EktEu5WZ7lIllI9LdSTnGMgFOR34NZjiKTxdBamTLp2uWKJdGUqWi2xy2EkjcI3wfZuDU/s44VvqeKO1VLkOZbvOZdRClPNKQlRUp3CkqxuNwcistwpw9fLHwtO4bkdmCJl+XzQm7PoQ40AoHCtRByU9wSd9u+gLW+Xi/9ovYMu/m8m3qgNSGrjGaa9CdjTjO/o7feTVh2A8N8QJ4QtV7VxS+qxliR/0PyfQHw0/Cz8r0ulTOyHg26v8AYPe+HbnEkW2dNckIQiU2psjUhOkkHfGRXHsincZcOW6HwVeeDZaIzIeSbmheW0pOpQ6Ag+kcbHv6UBhuwOz8Z33hG5xuGb8zYre1MK1PBnmOvOlCfR/spAA3Hj316j+T1xne+I41/tHE7wk3KzSQ0ZGACsEqGDgDJBQd/Aiur8l6yXSxcF3KPerfLgPrnqWluS0ptRToQMgEdNjUbsAsV2tHF/H790tsyGzLmhcdb7KkJdTzHTlJI3GCOniKA2Pbndp9j7Lr1cLTKciTWQ1y3mzhScuoBx7iRXlPaNxrxJbexbgS6wLvJZuU0p8ofSRqd9Anf316l29W6bduym9wrZFfly3Q1oZYQVrVh1BOANzsCa8m7SOFr9N7E+ALfDs1wfnRFJ8ojtx1Kca9Aj0kgZHvoCZ2iSu07gqyxOLpvFLL4W+gPWxuOA00FZIT/aG2Cdj7a9/sU8XWyW+4JTpTLjtvhPgFJCsffXnP5RtouN57L1w7RBkzZZksq5MdsrXgZycDet1wOw7F4LsEeS2tp9qAwhxtYwpCg2kEEdxBoSY/tXHEZmRPNvGdp4Xs5bPOdk6Q6tzPxSrbGMdCPfWI7N+ObxB7VI/Cc7iqJxZbJrCltTWQnLawlSsZTn5JyCT1Brs7WuF7y32sQOKl8NucVWFEcMqgowstqwofAOc7nV0Iqq4csd9kdvHD18VwWvh+0BhYS2wwNDQ5bgBdUkBIWSenXBTQg/SLiilClAFRAJwO+vzPwnxPxN2gP3CW/wBo0XheW1JU0zaVMoBCRjHwiCd8jvORX6XeUtLK1No1rCSUpzjUe4Zr868XmdfYs6Jeuxt1d/fQpKZsXSpvWRgL5qR3HBwTQkuO22+8WcJ9lVjfXeki+GWlqRLhJ0JdTpWRtjvATn21Qcf3btL4Ksto4wn8SsvtyXm0O2ttgBprUkqCCfjbJIJ6576j8ccC8UxewThyxuwpdxuzE/muMRkl9TKCHCE+jnYZA8N8VuPyjLJdLz2WW6HabfLmy0S2FqZjtKWsANrBJA3wCRQgyHHV17S+H+F4HHb3EjKWZLjS1WltgcplDgylJJ+F3A9+/WvTeM7hf7xwZZLlw5frbw4zMbQ9KkzcZQhaAoBBVtnO3+oqi7aLLdLn2HQrdbrfKlT0piao7LSluDSBq9Eb7d9ZrtK4M4huHDXZ3Oi2h26x7PGaE60qOlSiEt5BSdz8EpI6jwoCDC44vnCPHXD0JXHkDjC23OQI8hDWglgqUlIOUk4+Fkb74O1T+OOJONHe3l7hfha6lhEmMhLaHt2mMtalOYxuQASPbis/xVZr3fuKuDp1q7OnrBbIs5BWGYw5pw42VLdCEjSkAbav7VbdVhu3/tSIvHm2Z5p8k0eWclXKzyMY14xnO1AUnatwVxZaeyqe7dON5NxbjlTsllTJxIClNhKMlWwSQT076l9kMK88L9n0Pi+58TyJXD8a2uvps/JwlOAcAKz1yPDvr1ntM4fe4p4EvNmirSiRKYIaKumsEKSD7CQBXlPZ+jimTwsns24n4RmQ4Soj0Vd2CstoBCig9ME5wNlUBQWbjG98W296+Te1C18NSVqWYtpAbKUAEgBzUc747wdt/ZUziDtSvd37BBfYcswb3GuKYMh6NgBRAzkewgpPz1G4Zt9+4Fg+YL12WReJFMLUGLjHYbXzEkkjUooJ7+/BAwMbVb9pFjv137EVR2+D2bXdHbkl4221sheEDOFKCB1xgE+zu6UBpezGz8cXSbZ+KeJeJcQHYwWm0NIOlSFN4SVqyPS3Cjsd69cqm4LYdjcH2NiQ2tp5qEyhbaxhSVBABBHcauaEilKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKi3SIZ9slxA86wX2lNh1lZQtBIxqSobgjqDUqlAeEdjnHM20cL8ZW/jCa/JuXDTjrq1yXCtxbe4A1E5PpJIH94VWfk7cc3l/iG723jCbKWqbGF1iKluFQSjcq0ZOycEEAbDSads3ZdxDd+0Pyzhdhfm29tNMXRaXEpSjStOSQTkjCUHbPwT41adu3Zzd5bdgncBRFqmwoy7Y42ytKD5OUFI+EQNgVDx9KhB97J7jfeLTx1xWb5Khwn1uxrUJDxUxGAGeZy1HSMDRvj5VYbie6Gz2yTPh9s0248QMDmJislRjuqzukAEp8cd3sr2GR2dPJ7DTwZb3kR5yoiQpecJU9qC1AkdxVkZ8DXnLXD3aAOzN/hCNwRboLiY6mnbimQ0VSEjfCUj46thqJxvnbuAca8WcROcEcCdo0GdMbQhSWrnDZfWhl4hZGooB04JSodPjJ8K03bdxZOubfCPDvBtwkR5/EDrcgSIzpbUhg9DqTuAc5+ZBq54O4NdPYI3wxxQyITxivIeDiknknmLUlWQSNvRV17q84/JXsEm63iVxLdHVSGbUyLbAUrcJ6lWnwAScf4zQH6Tt8byKBGi8117ktpb5jqyta8DGVE7knvJqRSlCRSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgKvimzN8RcPzrQ/JkRmZjZacdjkBwJPUAkEbjI6d9RuCOF4HB3DcWy2nmGMxqOt0grWSSSpRAAzv4Ve0oBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBXTNkIiQ35LueWyhTiseAGTXdXB9pD7LjTqQptaSlST0IOxFAU0S7vJdR5ydt0dK2S/yQ8eahOM5IPwhgHJGOnfUo3uEEZK3QrUEhssr1kkEjCcZOwJ6dx8KiL4dQ8yhiXNkSIyG1tJbWE5CVJKd1AZOATXyPw0zHS2ph4NPtuBxDrTDaDkJUncBIzkKPX3YoD6/ey89y7aqOG0MeUOvySUpQnUUgEbHOUqznGMVJavcXksl55tS1NpWpUfLraQTgHUBgDIO5x0PhXS3YUsFpyJLfZkJSpK3AEq5oUorOoEY+EpRGMYya6DwpDLrTpUFuJQELU6y24VgKKs7p2OVHp/pQHZA4kiuR3VzCplTa3wTy16SG1KzhWME6U5wPbUvz1E5TLivKENu40rVHWBucAk42yfHFQjwy2tlbDkyQtjL6kIISNCnQoKOcZOAtWPnrndOHGLg40p15wBCEIA0pVjQrIIyPRJ7yOoxQEydc2oUvRIcSlvla9IQorJ1BIxgb7qAx1ya7H7lGYt5mvlxtgEA6m1BQyrSPRxnqfCuu4WtuZILylkKLJYKShKklJUCcgjfpiupFlaFmFuLrhbCwvVtkYXrwB0A2xjwoDkxfYDz3LS64lQWWzzGloAUE6ikkgAHAz81cDxDbgyXS46EjRgFhYUrWcJKRjJBPeK+vWSO8pZcWspXIVIUnbcqbLZHzYNdCOHkZaU/LfeUzyg2VBIwltWoDYd5AyfZQE5m6xHpCWEqWHFK0DU2oDVjJTkjGQM7ew1Xz+IkRnpbSWHdUZ5ltSi2opIWpIOMDcgK2HfXbH4fisXZU5vRqU4p3BZQSFEYOF41d5PX7tq7ZVnRIluPc9xCXFtOLbAGCptQUk5xnuAoDkb1CEZT+Xy2lSkrwwslBT11DGR76+pvMFUox0uqKwtLZVy1aNSkhSRqxjJBHf31BuHDMeaX9b7gDy3FqSUpUnK0pSdiCMjSMHuyakt2NltvQHXCOe0/3dW0oSB83oD6aAlzLjHhuoRILidZACg0opBJwMqAwN/E19kz2I8puOsuF5waglDal4GcZOBsM+NQLtYGblNRIeeWCnRhOlKgNCtQKcj0Sehx1GK77raUXF1lbjpRyiCkpQnUDkH0VYyM4xtQHRcOIocSHKfTzXSwhatKW1YXoOFBJxg4PXHSprtyjsxGpDvMSl0hKEctWtRPcE4znY93dVW3wrCQJSE4DchLqDhpAWnXnPp41d5xk/TVhJtpkR4qVyXBIjOBxt4JTnVgjcYx0URQEZm+IlXeNEhpUppbanFuKaXtg6dPTY5BznpjHWuv+kLSJ8xt9LjbDDqY6cMOKU44UhW2Bjv6e+pVts7UB8PIdccc0KSoqx6RUsrJ29pNcl2lpchbxcXqVJTKxtjUlARj5sCgAvcDK9TxQlGrK1oUE5SMqGrGCRg5HsPhXY1c47rD7jfNJZTqWgtKSvGMj0SM71WHhSCVyshJbkczUOUjUC5nVhenV3nv+6p1ptDNtadQ3oPMwFFDKG9gP7IGffQEeNxJBcgx5DvOa5rIfKSys8tJ+MrbZPtO2xrtk3yI3zkNrKnUBYSShWhS0pKikKxgnAO2e41FHDSRH5CZ0gNqjiIvCUZU0M4T06gFW/trtPD7Jc0mQ8YodW8ljbAWoEE5xnHpKOM9TQEiFd2X/ACdpWvyhxpDqkobUpKNQyMqAwO/qa4P3yOxc5MR9DqAwyh5TvLUUkKKhjp/Z95OBvXU1YEJdhOLkrWqIEpSvloSshPQFQGceI767rjZkTZLrxfdbLjSW1BIHxFFSCMjqFEmgJcGaxNS4WFKy2rStK0FCknAOCCARsQak1Ct0AQ1yXVvLffkLC3HFADokJAAHQYFTaAUpSgFfFKCUlSiAkDJJ7q+1HuUVM63Soi1FCX2lNFQ6gKBGfvoCEzf4D0mShElgssNocU+HAU+kVAD/AC/fU0TYphmWJDXkoBUXdY0gDqc9KpDYZjkkynpUfnpSwGwhkhH6MqO41b51n5qlGzLXZJsJx9JdlrWtawjCQVHOwz099ATGLrb33UtMzY7jqjgIS4CScZxj5hUeTxBa2I/OMxlbfMQ0S2sKwVHAz7P4GuDtmK5DzqHgguS0SRhG40thGPuzVe1w1KAdW9PDr6ksYWoKV6TThXkgqPUnoMAUBbQrzDlS3oyXmkvocLaUFY1L9EKyB8x+6u25XBuAqKHU+i+6WyrOAjCFKyfq1B8zOakuc5sPCZ5WSEHGeXox1qZMguS1W5brqQuM7zV6U7LOhSSBvt8LPfQEeJfokphqU2pIgra1mQtQAQrIwg+3erBUyMmKJKn2hHP/ABCoafDrVYzZ3UWFu2rcZcDOlLa9Kk+inGDsoEK26g12uW+WqzNxBOV5QlQKntxqAVkpyDnptnOaAm+WxfI/K/KGfJcZ5usaMZx16V0G6xlOxUR1ofD7pZKkKBCCEKXv7k/fVW5ZZDHCsi3NOB99bilhRBx6Tmv4xJOM953xXamyyTcBOXJa8o56XCEtkJ0htSMYznOFE5+agJcm/WxhgvGYytCXENnQsHBUcDP/AK7jXTH4igvyZiOewhiMoNqdU6BqWQDgDw36+Oags8Nyhzlvzw6+tDIC1BSvSbc15IKjjJ7hgVJNkkB4yUSGhJ8r8qGpslGSyGyMZz4kHNAWK7tbkFIVNjgqb5qf0g3Rv6XzbHf2Uau1uecS21OjLcUdISlwEk9wqpa4bUlichUlKlyoio5UG8BKlKcUSBnplzp7OtSZNj5r7riXUp1vRnfgdOUoHHvx7qAmO3WG1cvIXHkIkcvm4UQPR/8AQzXfDmRpqFLiSGn0JOCW1BQB91V15tC7g66UPpbQ9GVGcBRk4O4I3/fXbAt7zciXImPNrdkIQ2Q0goSEpB8Sd/SO/wA1Adnnm26Fr8vi6EKCVHmjAJzgfcformbpAC0IM2OFrSlSRzBlQVsCPYarGbPOZZgJTKilUEBLOWDhSdBSdXpdcEdMd/jXU1wyW4UpjylJU+w20V8vGCla1E4z0JXsO7FAXTdxhOvKablsKdSVBSAsEgp6/R31w862/kKf8tj8lJCSvmDAJ6DNVknhwSIiWFSNI50l1SkpwSHQsY69Rr6+yuuPw6+y41IEhoy2lpUla+asKAStODqWT8c4xjHtoC0g3iDOmvRYr6HHWkpUdJBBBGQR41YVWwoL7FyflLeaUH20BxIQR6aRjKd9h7PvqyoBSlKAUpSgFKUoBSlKAUpUa5MLlW6VHZdLLjrSkJcHVBIIB91Ad/MRjOtOOmc1Em3SJDD3NdGtplUgoTuSgdSKz0Php8OxFSkNKQ0+hxaFLSpJCW3E5CUtpGcqHXOw9lfH+GpBbdDbURS3I0mMCo4LYWtRQRt3A4xtigNahxC0gpUCD7aa0beknfYb9azq7G9Gn+UW9qMlpCmVoZB0AlKXEq6DY4WnfvxUdqxTktxFluN5U266tRKwtAC3ivGFIz0PUFJzQGmYkJdaSspU2VEgJXgHYkf6V8lS48Vlbsh1CEIxqJPTJwKykrh25LjNNNmL6BUpK9gpKi8pfUoJxgjoRvmu2Xw7IfVcEoZihp/UtIcIWSsrCh6WgEA4OQSrGRjYUBp25KFqdBBQlsga1YwrIByPpr49LYYeYaddSlx8kNg/GIGT9wrOrsckzlylRIbrSndYiLX6AHKQjPwcZBScbdDVhdLYqS9an248ZS4iyS2o4ABQU+icdxIPTuoC31o39JPo9d+lC4gJBKkgHoc9ax0Thy4x4i2ytl13lpbKnFIKXRrCiSnl/CwCQVFWCe/rXZC4flx0sGRHhzQgvjkPLwlOtYUCMIxkAEHCR12oDTQZrM1tS2ScJcW2QeuUqKT7sg13F1sJ1FaQnxztWXc4Ze8lcTHUzHlOuSyt9HwtLuvTvjJxlP0Vxh8NveUQ1y22lNtPhxbalIUkgNLSCAltIzlQ69w9lAaxK0qJCVAkdcHpXzWnJGpO3XfpVNZbY/BuMlwoZRHc1KAyFL1FWfhBIOPYSfuqok8O3CTKmrX5KlD7D7WEYSFa1pKcgIB6DfJO/SgNhzEadWtOnxztXTBmNTIgkNEhsqUnKtvgqKT94NUMqxOicp1hiK7FD6XRFWdKCOVoJxgjIOD0rtjWV1vhRNtdbaLgWVaG3MJH6UrGCUnptsRg4xQFz5bH8qMfnI52jmac/FzjNd5WlIJKgAOuTWSXw7Kcbc5jULmvwnYqlpASWySrSoYTvsrBxiuyRZ7hKmiVIYhqSlbR8mLpUlwJS4Dk6euVgjbuoDQw5rMpnmtnCeYtv0tslKik/eDXct1tAUVLSAkEnfoBWM/ovO5DSMtJRpeQWWnEhLet1SwUlTau5QGwB9EVYtcPKSsKUhjUua886rqVNrSsAHbf4Sdum1AX8eUxJYaeZdStt1IUhQPwga7SpIIBUAT0BPWspGsMthFs5ceI27FQ20tWoKQoJIydJRkE7nIIOevSpHFFonXJ5JieThIQAlatIWlQVnqUKOMY6EHNAaMLSVYCgT4ZqOiayueqIgkupbDpI6YJI6+OQaoX+HXlDUwppl9cmQ6t5J9LS4hxKd8bkFSdvZXfYbQ9DubklcWHFbVFbY0R1ZypJUST6I8RQFzLlsRIzz77iUtMpK1nrgCosO7My5CmUNuIWhsOOa9OG89AcHqeu2fbis89wzKeiusqaiJV5O+0XQrKpClkFKl+jtjGe/fpUi4cNOLkSnYSI7Wt1paUpCU6kpTgpOUkDfB6HcCgNQXEDTlaRq6b9a5VnrNYlRJrMiQhCi2ypCdSgtSFFwqOMJSAMHuAx0rQ0ApSlAK+KUEpKlEADck91fa6Lgx5VBkMH/iIKeuOooD61KZdfUy24FOJQlwgfJVnBz7cH6K7qxTdlmeSPrZjyY8huA00wOfg85JWT0Vg7kYztvXOVAvbj0/CngtQf5a0YAWFJUEJyXNsej0QMEdepIGypWXctMxmWtyKZJCX4xbzIJGkKHN2J7xnPjXZxSxc330ebmFnSgFDiXCML1dCNaQNu8hXhjxA0lKpLzAkTLk0pHO8nTEeT6DpQOaSjTkAjJwFYPdVXHg3ldyQZing2otnWjfSnlgKSTzABvq+Keuc9MAa+lY5q331SkB5boSvENwh3/hJIPO67KVhY239IeFWvEMOc+6wIClhDyTGfKXNJbQog8we0AEDG/peygLylZEw7uYWZDTjz5dS0f0p2bQggLwFpzqVk4z0I8K+Q2LkmVbIMh13U/Hbel/pMltTWM75PwyUg79yqA1vMQXC3qTzANRTnfHjXKszfbbKVc5MqCy6p56Jym3UO6dCwT1ydsg4BAODUu0R5TaZ+ht+M0sDkNyHOYpKtO5+EcDONs9x8aAu6Vi4lvvQgrQoyG5ZS0lKiQEocBJLhJcUVDrkYGoYGPDpcYnqkvReTNXLTbkhOmTsl4uOfpCdQGCQDnHTbA6UBtWJDT5cDS9XLWW17dFDqPvrtrKKgz0PLS9GkPR/KlOuBh0ILoUgYI9IHAUDkHHd1rrRarsqLJWtTvlghIbYKniQleV6hsfhaSkavvoDX0qhtTE9m1z+YhxTywSyyv0ADpxgHmLIBPfnxqshW26OraRJQ+3G8rQ4Uh0p9DlKCh/vFHGrTtnfwoDWyX240d199WhppJWtXgAMk18XIabfZZWsBx7OhOPhYGTWMuVruj0Kaw7HlyAuO61FCJASG1cxzBVlQzlJb652BFX96jS1yoD0NGpbQdRqyPQKkYSog9QD1oC5pWMiwrw3BUl1l5xauUlaCojGM6lj9MSo9M7pz91I1quzlukmWJHlSYC22Bz8YdKncfGO+ko3JPz0Bs66pMhqM2FvrCElaUA4+MohIHvJFV9piPw5chJ5nkxZa0a3CvLnpa+pJ+TWYdtt5fQ8HYjyW1chZaS/8ZLwUrSouHfTnf0fmoDeUrIiFO5upyLOVbi64URUyQHU5QgJJOvpqDm2rbUPd8TFvTccMOtvvOumIpTqXk4RoKeYDuD3HoN80BrWnEOo1NLStOSMpORkHB++uVUvCsFVuhPRnGHGlJecVqUvUFgrUUkbnuI64q6oBSlKAUpUW6qdRbJao2rnhlZb0jJ1YOMD56AlUrK6bqy9qEma6lHkiglSAQSteHc4T3JGfZmoNwcuk9NzjpbnoZXGfISoHIWladIB0AbjOACrIoDbJcQpS0pWkqQcKAO6TjO9cqyLbcxuRJlw3ZxSqVGSELaxzEEIStSgU56Z37sVq2HUvNBxAWEnuWkpP0HegOdKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpUG/Txa7LOnEavJ2VOAeJAyBUpNuyBmOO+0CDwwryVpHldxIzygrAQO4qP+leZSe1niR1wqaMNlPclLOf3k1hZsp6bLekyVlx95ZWtR7ya6a+sw/DKNKKzq7MXJs3f51eJ/18b7AU/OrxP+vjfYCsJSvR6Fh/YXkRdm7/OrxP8Ar432Ap+dXif9fG+wFYSlPQsP7C8hdm7/ADq8T/r432Ap+dXif9fG+wFYSlPQsP7C8hdm7/OrxP8Ar432Ap+dXif9fG+wFYSrGPaHnbeJinozLSioNh1zSpwp6hI9464qJYTDR3gvIXZqvzq8T/r432Ap+dXif9fG+wFZeZYLrElGO7Ak80Nh0hLSj6JGc9P/AFvXyFYrpNSpUeDJUkNF0HlKwpIx0236iq+j4S18sbe4XZqfzq8T/r432Ap+dXif9fG+wFZS32l6Yw4+XY8aOhfLLshelJXjOkdSTj6KR7PNfkMtIZVoeeDCHsHlKUTjZfQ+6jw2FV7xWncLs1f51eJ/18b7AU/OrxP+vjfYCsa3AmOsh1qJIW0SUhaW1FJPhnFdibZKVBMsNKDfMQ2kEHUsrCsFI7x6JqXhcKv9ULs1351eJ/18b7AU/OrxP+vjfYCssLHczGlPmDISiNp5uptQKc9DjHTaunzXcObyvIZfN069HJVnTnGcY6e2o9Gwr/1j8Bdmv/OrxP8Ar432Ap+dXif9fG+wFYSlX9Cw/sLyF2bv86vE/wCvjfYCn51eJ/18b7AVhKU9Cw/sLyF2bv8AOrxP+vjfYCn51eJ/18b7AVhKU9Cw/sLyF2bv86vE/wCvjfYCvqO1biZKgS7FUPAsCsHSnoWH9heQzM9v4P7WGZ8luJfmG4jizhMhsnl58CDuPnya9TByMjpX49r9Fdj15du3CCESVFb0NZjlROSpIAKfuOPdXE4ngIUIqrS0XNGkJX0ZuKUpXFLiqji+E5ceF7pEZGXXY60oHirGwq3pUxk4tSXIH49UCkkKBBGxB7qV7J2jdmj8qY9dOHkJUp063ouQn0u9Se7fwryyRYrtGcKH7ZNbUNsKYV/CvtMPjKVeKlF69DBporqVM81XD1CX9ir+FPNVw9Ql/Yq/hXozx6kEOlTPNVw9Ql/Yq/hTzVcPUJf2Kv4Uzx6gh0qZ5quHqEv7FX8Kearh6hL+xV/CmePUEOru0Xpq3wnGVx33irVlBfHJUSMAqbKTnHiCDUDzVcPUJf2Kv4U81XD1CX9ir+FUnkmrSYNBC4sYjzm5jluLkgBjKucOrYxtlBwCAM9+e+oP9IdU1LrsdZY8j8jU2l3B04xkHG2+/Q1W+arh6hL+xV/Cnmq4eoS/sVfwrNUaKd/qTdkiDco6LeqDOirfjc7no5bvLWlWMHfSQQQB3d1W0LipmHEZaj2xKFNrbXkODB0Oax8XVk9Nyfmqh81XD1CX9ir+FPNVw9Ql/Yq/hUyp0p7/ADFy1a4gYacgrTDe1RAWkjygaVNEqOCNPwvSPpfdXaniWMllhjzaVx2CypCFv5yWys+kdO4IWfDp7qpfNVw9Ql/Yq/hTzVcPUJf2Kv4VDpUXv8/7F2Xsjipt0pAgqDaGm0JSXU/DbWpaVHCACPTwRgdOtdUnicLiSo7EVxtL6HQVLf1qCnFtqO+Bt+jAx7TvVP5quHqEv7FX8Kearh6hL+xV/Cio0F/0XZDpUzzVcPUJf2Kv4U81XD1CX9ir+Fb549SCHSpnmq4eoS/sVfwp5quHqEv7FX8KZ49QQ6VM81XD1CX9ir+FPNVw9Ql/Yq/hTPHqCHSpnmq4eoS/sVfwr6i0XJaglNvmEnuDKv4Uzx6ghV732FwXY3Cr8h1JSJUgqRnvSABn6QforCcHdmd1u0lt27NOQIAOVcwYcWPAJ6j5zXvkKKzCiMxoraW2GkhCEJ6ACuDxbGQnDsabv1NIR5ndSlK4BoKUoSEgknAHU0AJwMnpUIXWCT6MtlX91Wf3V1tNC5JD8pJVHVu0yroR3KUO8nrg9Nu+rBKQkAJAAGwAq2i3BE85wvWEU85wvWEVMpS8egIfnOF6winnOF6wiplKXj0BD85wvWEU85wvWEVMpS8egIfnOF6winnOF6wiplKXj0BD85wvWEU85wvWEVMpS8egIfnOF6winnOF6wiplKXj0BD85wvWEU85wvWEVMpS8egIfnOF6winnOF6wiplKXj0BD85wvWEU85wvWEVMpS8egIfnOF6winnOF6wiplKXj0BD85wvWEU85wvWEVMpS8egIfnOF6wihukIdZLY+c4qZSl49AcGHmpDQcYcQ42ropCgQffXOob8FOtT8TDMnrqSMBfsUO/5+o7q7ocgSWA4ElCslKknqlQOCPpqGuaB3UpSoAqDfN7VISThKwEKI7gogH7ianV1S2ESorzDmdDqCg464IqYuzTB2gAAADAHdSotvfU41yn9pLWEuDxPyh7D+HUGpVGrAUpSoApSlAKUpQCstKudyYvtyZYQqQyeW0ykJyGnCnIUrHxTkknux7a1NfAACSAMnqfGrwko3urgxMXiaWyxaIyi3IeeaZDri8JVqcyArGRncZwAe/pUaBxFdUR25Lr0aSGoPOfQPR3C8EbdFY93sre8pvKTy05TsDjpTlNjVhtHpdduta9rD2SLGa4nly2rkyiMZZbEN54ojKSFZSpGD6XXGTt91R4vEs7nJY5EaRy2U6nuehAdUWdepOSDpJ26eJ7q1+kZzgZ6ZrjyW8g8tGQMDboKoqkUrONxYx7nFzyIoVpiB1KHXHOYooTlASeWOuVHX1BI29w7J3Fy48Z5SGWvKEKe/QrVhQShvWCR3Z2+mtYGWgkJDaNIOQNIwDQtNlRJbSSepx1qc9P2fiLMzMziKXDVLDzcTXFYDpa1kLeJSVehnuGMZ9h6Yrp/pRLQw05IYitILikrcDyXNgEkeihRPxiO/GBtvWtLaCoKKElQ2BI3FceQ1gDlIwDkeiNj40U4c4izOwbilKViSKUpQClKUApSlAKgQgEXK4JT8FSkOH+8U4P3JH01LkPIjsqcdOEp9mSfYB3n2VHtjK223Xnk6XpC+YtOc6dgAPcAPfmrLZgmUpSqgUpSgI8uI3J0qJU26n4DqDhSf4j2Hao649zTszPj6f+2ilSvpStI+6rClSpNAreRePX4H7Ev+bTkXj1+B+xL/m1ZUqczBW8i8evwP2Jf82nIvHr8D9iX/NqypTMwVvIvHr8D9iX/NpyLx6/A/Yl/wA2rKlMzBW8i8evwP2Jf82nIvHr8D9iX/NqypTMwVvIvHr8D9iX/NpyLx6/A/Yl/wA2rKlMzBW8i8evwP2Jf82nIvHr8D9iX/NqypTMwVvIvHr8D9iX/NpyLx6/A/Yl/wA2rKlMzBW8i8evwP2Jf82nIvHr8D9iX/NqypTMwVvIvHr8D9iX/NpyLx6/A/Yl/wA2rKlMzBW8i8evwP2Jf82nIvHr8D9iX/NqypTMwVvIvHr8D9iX/NpyLx6/A/Yl/wA2rKlMzBW8i8evwP2Jf82voYu2fSnwsf2YagfvcNWNKZmCIxBCXQ9IdckOp+CV4AR8wGw+fr7al0pUN3ApSlQBSlKAUpUWXLMdYTo1ZGeuKEOSirslUqu85H9V/m/CvpuOP+H/AJqmzKdrDqWFKrvOX/Z/5qecj+q/zUsx2sOpY0qALgT/AML/ADfhXITdvgD6aWJ7SJNpUNEwqcSnRjJxnNTKgspJ7ClKUJFKUoBSlKAUpWW4vnP+VMW6O6tlK2y68tBwopzgJB7s75I329tZ1asaMHUnsi0IOclGO7LebfrTBeLUu4xGXR1Qt0BQ+cd1dSuIbcoHyR1U1QGwioLoJ7hqSNIPzkViLa7HUhTTDPIKSfQIxqTkgLHiDjr/AK1zaYlxVKXBnOsL5pdSOqMnY5SMatsDfpiuZHjNKNV08RBwt1+yWmmu77rnseBk4qVN3NQ7xZESjQltflg2XHUQFNnOMK/DrVW5xRPcUrlpZQkeAz++qaci4TVxy/JGqMHEofUAtTiVFJAWnA6ae41EC3o7yY0pLZ5uSh1vICsdQQehxv1PfXYwmPwGImqVOScny1/57tzzVMNWpxzSWho4/FE8PYWGnUZ70YP3VoLXf4s1wNKPKfPRKjsfmNYPWGlIBbKu9WK+JHNeUpIxjw8a6M8PCXKx57nqtKo+GbkuUyY8gkvNjZR6qTV5XPlFxdmXFKUqoFKUoBSlKAVU3j/fo/u1bZxVXdd3kEbjFTHcyreoUV2usW0sB2Us5VshtO61n2D/AF6VmhxueeCu3EMeKXQV4+bGPvqgvslydeJb7pJIcU0gdyUpJAA/f85qu7652I4hKnPLTW3U+n4f+nqM6KnXbbkuXL+z083+2C2KnJlNqZSnOAfSz8nT1z7KoIHGEt+YouW4GGga3C2SpTKPlKPT3bezNYh46HEFDaCtWwJOPvxXFpt0rUp/Tg/FByPZ/wCvbWi4gtJtWXirvw+5EP07TipQvmk9nZpL46s9qgz4cxJVDlMSEjqW1hWPoqVrB3rxViW9CloehqW2+jYuIA9EHbfOxB8D/pXo/Bt0fulvdMwhTzLhbKwMaxgEHHjvXpo11VSdrNq/uvY43EOFzwScoyUop27099UaRhX+0I/vVdVn1IcdBQw7yHVbIc06tJ7jg9a48ziaF/vGbfc2x3tKMdz6DqSfpFb5b7M8FF6M0VKzw4risHTdoc+2qHVUhklv66Mpx7c1bwbhDuDfMgymJCPlNLCh91VcJRV2je5KpSlVApUCZebbCcW3LnRmVoGVJW4AUj2+FSYcuPNZD0R9p9o9FtqCh9IqXFpXsDurG8eI5U22vodZYU9rjKddWEpQCNQUc+Gk7d+a2VZeYkxbxJuN3hPSGY51RnkFKm47ekajpJB1Z1ZODt0oqcKqcaiuunUmMnB3juQVspk2Jl9m2wpFogtkM81Z5ziEDBUlQ2TnGR47ZxVc9EWb1ERaLYmI1OZIQXVjB0HOtQGe5W2+Tt0q5ujUWNHWy3dHHIchRUi3taVLeKjkoQrqEkk58BncCtW3kNILiUpUE7gHIHsBq9eFOrBwmrxfj4/MQnKDzRep5/OhyrbcGosp9l/mtKdSttso04IBBBJ+UMH56rZsaW5Nafa5C22c6GVqKckjBUVAHBGcAY8fdYiSq5yV3J1R/TJw0k9ENdUj5z1PtPsFfVGvhMVioYPHOrhEll020vs7fL4ndpU5VaKjVe5ULfWmShiXH0OO/AKXNSFH2HY5HgRU6HH9HScJxvjxFVtzmsPyorLCkPKaeDjhSchsAEYJ8TnGPnqzS6jCHEKJOOhPWvvOGYqvicLGrXjlk/y5wcXGNGtlg7olWpxca8sLCiRqCCPAHY/vr0GsBFW27LjBtI1KWnOdiNxW/rTE6tMrF32FKUrzFhSlKAV1yXkx2HHV/BQkqNdlR7g0X4L7Sd1KQQPnqVvqDHyJz8qWXH1folDATnZNQ3pjkV5tTSuhwR8VVd60pLDgcSUqT41Ak4WE6E6tsDvroqKtaxjU9Uz/ABJAXClKlpCjClKLqF42QpRyUq8NztVOa9ZaS1CtA8tKENIby6Vn0R45qkf4ZZuUZyWi2xbbESNSSphPNd9uk7IB9oJ9grh4rA05uVXNZbvn9jv8P49UpQVGcM1tE7289Dz5tpMhaAptbrCVgOaPHuAPj34G+AatVWiO262l2RJbDhIQAUkEjfGSPnrRxbFFflMM8yQg/ASsPK9EdcAZx7sYrovNvXa5BtlwSuU04C4w4hskuAHfIHRQOOnjkeA24NXweLpZKcW7P/ZLXw3MuI4vEqt2mbLdbJvb4FFIiNF5mAy2tDa9WtSUk4V1CyrocYPU94rT9nqHY8OWxJZWhanA8hek6HEFKQFJPT4vTqKi2iyOS3QHESG4QOVqfKtbn9kBW4Hifo8RtkgBIAAAAwAK6mJlT0SWqVji1K8nB076N3959y6P6uEKe+IHCQknuyR3V2ed50YDzjZ5CR3uRVB9A9wwv/LXyN/WG/7wq8rxtpboihsyth3y2THeS1La55H+5c9Bz6isH7q6Z3DVnnOc12C0l/qHmctufWTg1YTIUWa3y5kdl9HyXUBQ++q48Pss5NulTIJ7gy6VIH+BWUj3Cikk7xbRsRvMVxif/Cr7JSkdGpiBIT9Jwr/NUeRPvzLjUOe1BZD5UPLY7p/RpSCpStChscA43IBI61ZaL5GxochT0DuWCwv6RqB+gVU8SPOT7e41JhzoElKFhtwN85B1IUkglGcDB6nGNq0i7vWz/PMHy13HzdASsNJTHcbXNUCN2mB0Kj1U4vrv358N5UpiOuU2qAWYN/LIf5IVjmJ70uYHpDORnGR1FZ2RxFBuD0l1kqLMiNFj6NBwlXMUXEnbbSlQJ7sZ8Kt2+HoHET8q6SvKEvKfUmM+y8ptSEI9AFJB6EhR/wAVaShl/dO6INDa7kicXG1Mux5TWOaw6MFOc4IPQg4OCNtqnLSlaFJWApKhgg9CKykPh67WYvLtN1TKLpysXJsuLVjp+kSQdvaDWE4vjdo6n1vFbpZ30i2u4SkeGBhR9+arDDxqytGaS79A3Y9AtsVPDa1spthci5w1JjNBS0o+QsD0jjuIzkYzv1lHiJmS85Ft0SZJlJTlTamVMhAPQqKwNtj0z0NeB3fiO52fiFp8GQ5GU2guw5KnAkL0jWCCQc5zv7a33D/H/C7khiWmI9apDaVc0oa1pdSR8ElO53AIJHd7a9EsHUcFVabur/8AefkG0m0ToCXIbSbdNAbmRkBC0Z+EBsFp8Unx93Wszx1xEIduUxAUXHnVFtTiN0t7bjPysd3dXztG7QIl/hiDbII5avhSZDYKwP7A3x8/WsfAZMzhS6MDCnIjqJSQO9JBSr7t65FL9N0aGIWOr7Zl+18ru12+l3t5s93p05w7KO9tyAzerkhOpMt1AScBCQNI93Sri28avtLCLi2Fo/WIGCPnHSsoSEHCupHd3VwwkoIPpKPjtX3MqMJbo5LSPeeC3BPdRcGHA4w0PRUO9Xh7q9JiSUvo8FjqK/KnCt6unD8sO25ZLRP6RlWSlY9o/wBa934N4jF/tonNR3Yykr0KCjkE4GcHvG9cDiGElTefeIjJwfcbuldESQl9HgodRXfXKPSmmroUpShIpSlAV8+0RZqlKcSUrV1Ug4zVLdGLfYm0POlRPRAPpKUruCQOprVVj+KmGzeG3yCp0NaUlRyEjO+B3Z7/ABrz43Heh0HUlrbkXpYf0iahexTuomXRYlTWlhhB1NR0jKUHuUo9Cr7h3eNTXbhJejhhx0lsd3j76trbemI9uDLiFa0DAAGyqzTj3LeZSR6LhKQrPQ4yB9xr47iGInWcZwq5nJapaJd1vP8AGdrDUowTi4WSenf3lnEtcqSwX2UjSOmTgn5qr7k84kMTXXFKVFcS4STnCOiv8pNW8G7vRYpjhKVD4pPdmoD6UuNLbcSChaSlSTvkGqUatHDOlVot3VnJd/5cmcJ1c8KiVnsX2cmvmap7XIdjJYg3LUh/ThlxfSQgdCD8rHUde/pVuK/QE00pLZnyU4uEnFndG/rDf94Ve1RRv6w3/eFXtVkeihsxSlY3iK8zrrNesfC5/wBoQMTJg+DHHyUnvcP3fuRg5eCNydcOOOH7fcnIMu4JbfbOFnQopSfAqAxn2VcwLlCuLfMgS48lHymnAsfdWZtkG0QG4UGPHSGyFNvtPo1KWT8ZWR6RJHWu+fwBw/Kc5rMMwpAOQ7DWWlA+7b7qpQxGGxGZQb0dr6O+ie2lvDUvUpyha/Mu7jZ7dcklM+FHfyCMrQCfp61Ebsa4iUptdxlRW0DCWVkPNgeGFZIHzEVTDhziO2kmzcSLfbHRm4tBz/ON64yOJeILLHW9f7Cl6O0MuSbe8FADx0KwcV6lCT0hJPu/p/QzLznXyLnmxok9A+MwssrP+FWR/mFP6RQ2sC4NSbeo9TJaIQP8Yyj76s4clqZEZkx1hbLyA4hQ7wRkGu4gEYO4rG65oEBxq3XiL6aIk6Ood4S4k/vFZi6dmfDs7KmYzkJzrqjrIH1TkfdWik2C2PuqeMRDT6urzBLSz/iSQa6fNdxjJ/2C7uKA6NzGw6PpGlX0k1pTqSh6kmg11PMrr2QzG1qXbLizISejclBQR7xn91ZPheK/A4udhFnURzI0prOoADYnPTGQK95M67RTiXa0yEfrIbwJ96V6ce4msHZIrC5N3nttrQ9KmvFXMTpUkBZwkjqPm8apxPilSngqiq/uzKy8X4dN/E3wlLPWVtLank/Fdics1zWghRjLJUwrHUeHzis8FlCiHQc7jr0PjXv1/tDV2ta4zuAoek2vG6Fdxqk4e7KLdeIDMp+4yW5KVFElpIScLB3APdtg9+xFevgX6ihisPlxD/yR37+/79/iMbhOyneHqspLB2dXy52KNcoioIbeb1oStZ1kd3xcb/PXpPB0RiDw7DZikqTp1KKhg6yfSyO4g5GO7FbO029i1WyNBiJKWI6A2gE5OB41nVsCDxHMjoADMpIltpHcrOlzHv0n51GlbFzxF4vbdHhqwtG6JzK1NnUk4Iq6ivc5oKIwagQ4vMOpQwj99WgAAAAwBXikyaMWtRSlKqbilKUAqnnWozrnzHcpYSgAEd5q4pWFfDwxEVCorq9y8KkqbvHczVysBQnXCKlnO6CR9xqqk2KbIYW2pkpJ3SrIOlQ3B69xxW6pXNqcDw8qnaQvHwtb5HqjjqsY5Xr4mQ4bVHJeRc0JblN+gtC+iVd+PYdiD4EVEnaPKnfJ/wDdZ2q94is65KhNgBImoTpUk7B5HyT7Rvg/6Gse865JUIcXLdwdWGQ24nCm1H4yh4AAnwIGxrn8S4fUioUKMP2t6Pmr8n3d/Q9OGrxk3Um9bbfY7rpc3L003b1JKYkdQLrqTgrWncBJ7sbEkd+3jX1ibcYfokInMDYFatDo9+MK+731FWPMa2odxZVFOglKx6bbgGNSgr5yM6sHeu9qZGkg8iS04lPchwHFfb4fD9lRjTf7rLfr3nHq5akm7WLCLxGw28gyok1gA5JLXMA+oVVdt8XWZwHTIe27jFdH/wDmsg462gka0D5yK6jcojKv0suOj+84B/rV3hoS5P8APcUismxZcWcVSJaGoNhbmoaf2fnCMsFpPggKA9I+PQfumWG82axwGoUaDPjsDcuKYKytXepRTkkmq5iaxI9Nh5p5PTKFBQ+6umU62ynU4dKNQTnwycDP3VPZRcVTtZFrmvdulvu8N5uBLadkISHA3nC04wd0ncfRVvFeEiM26notINeUTJLCnW0lS2JKX+S06PhNuY1JIPtH05wa3XA1xVOtCkvJSl+O4ptxKegOe72eHsrm4jDOhWVRbSVvetV8Lm0Xmhbp+fY0VcH2kPsuMvJC23ElKkkZBB2IrnShQxfZ66u2vXLhmUrLluc1Ryeq46zlJ92cVtKxnHKFWi6WziZgHTGX5PMx3sLOMn+6d/fWySoKSFJIKSMgjvret+61Tr8+f395C6H2lKVgSDXnFs3kXPb/AO4Sd/8A9iq9Hrzq0gc66bZPnGT/AMw1zOMK+G96+p7MC7VPcTVghAIwDTh+SYHELbZP6GekoI7g6kZSfekKHuFHyFHHTFV09RbchPAkLalsKGP/AORII94JHvrgcOquljIW56ef96nRxEM9GV/E9Jqvm2xEq5xJallJYQ4jSPjBWnr9UVYU76+zTa1RwWr7gAAAAYApSlQSKUpQClKUApSlAKUqkv0l1LqWW1FCcZJBxmvPisRHDU3UkrmlKm6ksqLuutTDSn0vKaQXkAhKykagD1ANUVmkOokpbUtSkK2wTnFaGowmKWJhnSsTVpOlLKyguP8A1zsv/dZX72qtXrbBfJ58OO5nrrbBzVXcf+ulk/7rK/e1V9Xtm7KPh9WYogptFtSMJt8QD2Mp/hR63w0R3CmJHHono2PCp1dcn+ru/wB0/uql2SY7geyWy4cD2ZUyDHcWY49MoAWN+5Q3Fc7hwa6426xCuBTFeBSpEhBdUgEfFVkE/wCLPz1y4DukCHwTZkSZjDS+QBpUsA5+arlV/jKOIzEySen6OOrH0kAffW9XEunVlaXN/MtGjOSvYo18Cx/JZijJdfnOoJbW5gIbcAGlQSP7o7ztnxrlwhDnW2e8qex5P5YrZvWFHKUJGcgkb4NXQuFzd/3FoUj2vvpT/wCXVUO5N3hTHlEhcRpLJ1hLSSpQ95x+6vDjMVOVJvezT8t7e41p0bSs2te/7XNHXxSkoSVKIAHeaphaJEkBci8THEkZw3pbBHuGfvrsTw7berzBfV4vuKcP+Ymr5pPZFcsFvLyX3sZniu52+XIuDVzlf9GxGv6s0vC5KyOntA228ak8AXGfGYi2G+Q3I81qNzGXCtKw60kgd3RQykEV9vttjWtU1S4CXbPNZ5bzbSN2lAHCsDfB8R0Irr7L4XOsMK8zX5Em4PslsLeWVaGwo4Snw6DPea3ofwzz73+9rfX7l8Ta8cnq2+PP4/ljbUpSszzivOLehSXLksghCrjJAP8A+w16PWZ4VjtyYF2bdGUm5Svd+kNebG4Z4nDygnZ6M2w9Xsp5ioxqGw+fep1ssYmlK5WoMJWlYAOCopII92RU+LY1CYS+rLKemPjfwq/SkJAAGAOgricO4VJVFWrK2V6eK5nuxOMWXJT5n2lKV9IcsUpSgFKUoBSlKAUpSgFQ7hARMCSVFCx0IFTKVnVpQqxcJq6ZaMnB3iQYNvTGXrUvWru2xiuV1uLFsil+QVHJCUIQMrcUeiUjvJqZVHy/K+MFqe3RBioUyk9y3FLClfPhAAPtNWoUYUllirJCc3N3ZDVbb1crjFuT0mPbVsocQ2wlrnKCV6c6lEgZ9EdBge2pLzd+gDntymbm2ndcdTIaWof2VA4z7CN/EVf99Vt6vMS0NoMlRU86dLLDY1OOnwSP9eg7637ST0svL8fxKWKp/ijnQ3pVujjyZjPOflktJQodUBOCoqztjGM7Zq+tzzsq3R3pTHIedbSpxknOgkbp91YQofav6bzeIgMR1SSuLH1LDCxsh1SR/vFY2JA22xnGau5XGLTKea1bZzkUKCC8pAayScAJQohSjv4VDdOaXZO/v59PzfkWyyW6IvDTSOHuJJVjdQkR5OZUBwgZI+O1nv0ncew1s6oeMbU7crWl2CdNyhrEiIv+2Pin2EZB+epnDt2avdnjzmQU8xOFoPVCxspJ9oORUzWaOde/x/v53Iu29Syri6hLjakKGUqGDXKuqXIaiRnZEhYbZbSVKUe4Csmr6Ai2RwqgpbWcrZJbV7j/AAxU+vPZ19fN5UGlSrVEda5oedbRpK8hKdXXSDvscGr9PEoaiPJmR+XcG0BSWQrKXySEjQrw1EDfcZ38aww0XGnGnLdfFJ2v9+nM1qJtuSJvFrxj8LXd5JwpER1Q+fQcVD7O2VMcEWZCupjJV9bf/WsfdHrtcIt1h+WhxuWExMqTnW+c6ktDICUjIBO/wT4E16XAjIhwY8ZoANstpbSB3ADAr2KcXStF3u/p/Zk4tPU76UpWQFZ7gv8Aq10/8Tlf8w1oaz3Bf9Wun/iUr/mGrr1WDQ0pSqAUpSgFKUoBSlKAUpSgFKUoBSlKAV5l2rWu6i82i62N11uQtaYqtC9IBySgnuxuob/616bUC9ogPW9xm6htUZeApC+/ByP3Vth6rpVFJK5DV0YLjntQiWNKoNqLc25gaVrG7Tau/PifZWJtfC3EHE6m+IZ125Upf6RgqyTsdumyR830Vl+NeG1We5PuxQty2uLJacI3SD8VXt/fU7hrtEuNjtyYJYalNI2aLmcpHht3V2K2ErU8Mnw+zk927bdNdPcRTlDN/k2PYkXlUOKx56ZcjulH6RxCCtoKBwdxnGcZGe4+NdvCXkl2u0yXIeVIfjOf7KhaChDbZGy0pPUncavZtgV0xb9E80RZk95uKt5pLhaWr0gSM4A6ms7Bl2m7cSPTbzCVynG0ssLKlJU2kEnUcdCSfcMe2vl+H0v3zlKDjvry32X/AHY3xmIp0opSlueu1mp/BtukS3pcN6bbpjqitbsN9SNSj1JT8E579qrbrbLza2hL4cu0l6NjJjyCJAx7Cr0iPfmoVh44ur8kxJtsjvP/ABOQ9y1OD+ylexPs1Z9ldOFOdm6cvp8zydtDNke/5sXBt/FlvP8AsV2h3Jr9XNZ5ah/jR/qKq7/erqqKwxebBJjNokNOOvsLDzOhKgSSRuAMZ3HdV5F40tDiQZS3oOSU5lNlCcg4Pp7oO4xsavWpUaRHLzLzTrOMlaVBScfPUSbX8kPp8tDVaaoy6XzFmLlJiqnRn2A0UtFJIwSc4UQCDq8e4VWLgtx7XEkTVht6Aha21Eag3kEAEfGwMD2kCpfDyAm1IWhIQ08tbzbYGAhC1FSQB3bEV3tteXcRwYqxqjsoVKcHcVAgIB95J+dIrgwnUnVWFT0i3rzsr/TQ97UYxdR7sk8I2NUVlmXOSQ+lGllpX/BSepPitXVR93z6elK67PE3fViutx9tv4SwD4VAlzSpRQ0cJ7yO+ooO+9LGEqyWiLXy1jONX3GqXgpQMa6YI3uUk/8A9hrsVudqpuGNQZuBSSD5fI6f3zWij+1lFWd9UbelV8GaVqDT3wu4+NWFZtWN4yUldClKVBYUpSgFKUoBSlKAUpSgFKUoBWF4kWo3dYKlEJ6AnpSlb4b1ysiE02h5AbeQlxtQwpKhkEY7xWUsttg/01YT5HG0hC1AcpOMgjB6daUrqx/gqeD+REfWRquPEJFjQsJGsSGvSxv1rIsDcUpXD4Z/5l4s5HHv/SvD6s9K7PFqVbpCVKUUpcwkE7DburE9ojaEXG4aEpThGsYGMK05z8+e+lK9mH/mJq/wUvFHqlobR5mhI0J0BhACcbY0juryXtcZatK212tpEJbiglaoyQ2VAg5B04yDSlaYL+SR1pHoDICW0pSAEgAADurssI/945/siMf+d2lK+U4d/O/B/M6WI9Q0ldM04iuY8KUrtnPlsyiFdqO+lK0Z4EfD1NVPDH9WuH/iEj/zmlKsvUfuLFkr4daJPwRSlZyNqHM+0pSqnoFKUoBSlKA//9k="
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          {
            "timing": 750,
            "timestamp": 1329783542291,
            "data": 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"
          },
          {
            "timing": 1125,
            "timestamp": 1329783917291,
            "data": 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"
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          {
            "timing": 1500,
            "timestamp": 1329784292291,
            "data": 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"
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          {
            "timing": 1875,
            "timestamp": 1329784667291,
            "data": 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"
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          {
            "timing": 2250,
            "timestamp": 1329785042291,
            "data": 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"
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          {
            "timing": 2625,
            "timestamp": 1329785417291,
            "data": 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"
          },
          {
            "timing": 3000,
            "timestamp": 1329785792291,
            "data": 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"
          }
        ]
      }
    },
    "final-screenshot": {
      "id": "final-screenshot",
      "title": "Final Screenshot",
      "description": "The last screenshot captured of the pageload.",
      "score": 1,
      "scoreDisplayMode": "informative",
      "details": {
        "type": "screenshot",
        "timing": 805,
        "timestamp": 1329783596995,
        "data": 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"
      }
    },
    "total-blocking-time": {
      "id": "total-blocking-time",
      "title": "Total Blocking Time",
      "description": "Sum of all time periods between FCP and Time to Interactive, when task length exceeded 50ms, expressed in milliseconds. [Learn more about the Total Blocking Time metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-total-blocking-time/).",
      "score": 0.17,
      "scoreDisplayMode": "numeric",
      "numericValue": 1323,
      "numericUnit": "millisecond",
      "displayValue": "1,320 ms",
      "scoringOptions": {
        "p10": 200,
        "median": 600
      }
    },
    "max-potential-fid": {
      "id": "max-potential-fid",
      "title": "Max Potential First Input Delay",
      "description": "The maximum potential First Input Delay that your users could experience is the duration of the longest task. [Learn more about the Maximum Potential First Input Delay metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-max-potential-fid/).",
      "score": 0,
      "scoreDisplayMode": "numeric",
      "numericValue": 843,
      "numericUnit": "millisecond",
      "displayValue": "840 ms"
    },
    "cumulative-layout-shift": {
      "id": "cumulative-layout-shift",
      "title": "Cumulative Layout Shift",
      "description": "Cumulative Layout Shift measures the movement of visible elements within the viewport. [Learn more about the Cumulative Layout Shift metric](https://web.dev/articles/cls).",
      "score": 0.96,
      "scoreDisplayMode": "numeric",
      "numericValue": 0.069243,
      "numericUnit": "unitless",
      "displayValue": "0.069",
      "scoringOptions": {
        "p10": 0.1,
        "median": 0.25
      },
      "details": {
        "type": "debugdata",
        "items": [
          {
            "cumulativeLayoutShiftMainFrame": 0.069243,
            "newEngineResultDiffered": false
          }
        ]
      }
    },
    "errors-in-console": {
      "id": "errors-in-console",
      "title": "Browser errors were logged to the console",
      "description": "Errors logged to the console indicate unresolved problems. They can come from network request failures and other browser concerns. [Learn more about this errors in console diagnostic audit](https://developer.chrome.com/docs/lighthouse/best-practices/errors-in-console/)",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "sourceLocation",
            "valueType": "source-location",
            "label": "Source"
          },
          {
            "key": "description",
            "valueType": "code",
            "label": "Description"
          }
        ],
        "items": [
          {
            "source": "exception",
            "description": "Error: Minified React error #418; visit https://react.dev/errors/418?args[]=HTML&args[]= for the full message or use the non-minified dev environment for full errors and additional helpful warnings.\n    at rD (https://www.geogebra.org/sp-assets/_next/static/chunks/4bd1b696-21f374d1156f834a.js:1:35056)\n    at oq (https://www.geogebra.org/sp-assets/_next/static/chunks/4bd1b696-21f374d1156f834a.js:1:84560)\n    at ik (https://www.geogebra.org/sp-assets/_next/static/chunks/4bd1b696-21f374d1156f834a.js:1:114676)\n    at https://www.geogebra.org/sp-assets/_next/static/chunks/4bd1b696-21f374d1156f834a.js:1:110724\n    at iu (https://www.geogebra.org/sp-assets/_next/static/chunks/4bd1b696-21f374d1156f834a.js:1:110825)\n    at iX (https://www.geogebra.org/sp-assets/_next/static/chunks/4bd1b696-21f374d1156f834a.js:1:132928)\n    at MessagePort.w (https://www.geogebra.org/sp-assets/_next/static/chunks/255-d114ef6906475523.js:1:113591)",
            "sourceLocation": {
              "type": "source-location",
              "url": "https://www.geogebra.org/sp-assets/_next/static/chunks/4bd1b696-21f374d1156f834a.js",
              "urlProvider": "network",
              "line": 0,
              "column": 35055
            }
          }
        ]
      }
    },
    "server-response-time": {
      "id": "server-response-time",
      "title": "Initial server response time was short",
      "description": "Keep the server response time for the main document short because all other requests depend on it. [Learn more about the Time to First Byte metric](https://developer.chrome.com/docs/lighthouse/performance/time-to-first-byte/).",
      "score": 1,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 5,
      "numericUnit": "millisecond",
      "displayValue": "Root document took 10 ms",
      "metricSavings": {
        "FCP": 0,
        "LCP": 0
      },
      "details": {
        "type": "opportunity",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "responseTime",
            "valueType": "timespanMs",
            "label": "Time Spent"
          }
        ],
        "items": [
          {
            "url": "https://www.geogebra.org/",
            "responseTime": 5
          }
        ],
        "overallSavingsMs": 0
      },
      "guidanceLevel": 1
    },
    "interactive": {
      "id": "interactive",
      "title": "Time to Interactive",
      "description": "Time to Interactive is the amount of time it takes for the page to become fully interactive. [Learn more about the Time to Interactive metric](https://developer.chrome.com/docs/lighthouse/performance/interactive/).",
      "score": 0.12,
      "scoreDisplayMode": "numeric",
      "numericValue": 13286.37615,
      "numericUnit": "millisecond",
      "displayValue": "13.3 s"
    },
    "user-timings": {
      "id": "user-timings",
      "title": "User Timing marks and measures",
      "description": "Consider instrumenting your app with the User Timing API to measure your app's real-world performance during key user experiences. [Learn more about User Timing marks](https://developer.chrome.com/docs/lighthouse/performance/user-timings/).",
      "score": 1,
      "scoreDisplayMode": "informative",
      "displayValue": "8 user timings",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "name",
            "valueType": "text",
            "label": "Name"
          },
          {
            "key": "timingType",
            "valueType": "text",
            "label": "Type"
          },
          {
            "key": "startTime",
            "valueType": "ms",
            "granularity": 0.01,
            "label": "Start Time"
          },
          {
            "key": "duration",
            "valueType": "ms",
            "granularity": 0.01,
            "label": "Duration"
          }
        ],
        "items": [
          {
            "name": "GTM-G-443PHJSSKT:15:17",
            "startTime": 0,
            "duration": 520,
            "timingType": "Measure"
          },
          {
            "name": "GTM-G-443PHJSSKT:2:17:14",
            "startTime": 520,
            "duration": 294.39,
            "timingType": "Measure"
          },
          {
            "name": "GTM-G-443PHJSSKT:3:17:14",
            "startTime": 520,
            "duration": 299.371,
            "timingType": "Measure"
          },
          {
            "name": "GTM-G-443PHJSSKT:15",
            "startTime": 0,
            "timingType": "Mark"
          },
          {
            "name": "GTM-G-443PHJSSKT:17",
            "startTime": 520,
            "timingType": "Mark"
          },
          {
            "name": "mark_feature_usage",
            "startTime": 520.568,
            "timingType": "Mark"
          },
          {
            "name": "GTM-G-443PHJSSKT:2:14",
            "startTime": 814.39,
            "timingType": "Mark"
          },
          {
            "name": "GTM-G-443PHJSSKT:3:14",
            "startTime": 819.371,
            "timingType": "Mark"
          }
        ]
      },
      "guidanceLevel": 2
    },
    "redirects": {
      "id": "redirects",
      "title": "Avoid multiple page redirects",
      "description": "Redirects introduce additional delays before the page can be loaded. [Learn how to avoid page redirects](https://developer.chrome.com/docs/lighthouse/performance/redirects/).",
      "score": 0,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 770.2220000000002,
      "numericUnit": "millisecond",
      "displayValue": "Est savings of 770 ms",
      "metricSavings": {
        "LCP": 750,
        "FCP": 750
      },
      "details": {
        "type": "opportunity",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "wastedMs",
            "valueType": "timespanMs",
            "label": "Time Spent"
          }
        ],
        "items": [
          {
            "url": "https://geogebra.org/",
            "wastedMs": 770.2220000000002
          },
          {
            "url": "https://www.geogebra.org/",
            "wastedMs": 0
          }
        ],
        "overallSavingsMs": 770.2220000000002
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      "guidanceLevel": 2
    },
    "image-aspect-ratio": {
      "id": "image-aspect-ratio",
      "title": "Displays images with correct aspect ratio",
      "description": "Image display dimensions should match natural aspect ratio. [Learn more about image aspect ratio](https://developer.chrome.com/docs/lighthouse/best-practices/image-aspect-ratio/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "label": ""
          },
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "displayedAspectRatio",
            "valueType": "text",
            "label": "Aspect Ratio (Displayed)"
          },
          {
            "key": "actualAspectRatio",
            "valueType": "text",
            "label": "Aspect Ratio (Actual)"
          }
        ],
        "items": []
      }
    },
    "image-size-responsive": {
      "id": "image-size-responsive",
      "title": "Serves images with appropriate resolution",
      "description": "Image natural dimensions should be proportional to the display size and the pixel ratio to maximize image clarity. [Learn how to provide responsive images](https://web.dev/articles/serve-responsive-images).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "label": ""
          },
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "displayedSize",
            "valueType": "text",
            "label": "Displayed size"
          },
          {
            "key": "actualSize",
            "valueType": "text",
            "label": "Actual size"
          },
          {
            "key": "expectedSize",
            "valueType": "text",
            "label": "Expected size"
          }
        ],
        "items": []
      }
    },
    "deprecations": {
      "id": "deprecations",
      "title": "Avoids deprecated APIs",
      "description": "Deprecated APIs will eventually be removed from the browser. [Learn more about deprecated APIs](https://developer.chrome.com/docs/lighthouse/best-practices/deprecations/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "value",
            "valueType": "text",
            "label": "Deprecation / Warning"
          },
          {
            "key": "source",
            "valueType": "source-location",
            "label": "Source"
          }
        ],
        "items": []
      }
    },
    "third-party-cookies": {
      "id": "third-party-cookies",
      "title": "Avoids third-party cookies",
      "description": "Third-party cookies may be blocked in some contexts. [Learn more about preparing for third-party cookie restrictions](https://privacysandbox.google.com/cookies/prepare/overview).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "name",
            "valueType": "text",
            "label": "Name"
          },
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          }
        ],
        "items": []
      }
    },
    "mainthread-work-breakdown": {
      "id": "mainthread-work-breakdown",
      "title": "Minimize main-thread work",
      "description": "Consider reducing the time spent parsing, compiling and executing JS. You may find delivering smaller JS payloads helps with this. [Learn how to minimize main-thread work](https://developer.chrome.com/docs/lighthouse/performance/mainthread-work-breakdown/)",
      "score": 0,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 5056.763999999996,
      "numericUnit": "millisecond",
      "displayValue": "5.1 s",
      "metricSavings": {
        "TBT": 1300
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "groupLabel",
            "valueType": "text",
            "label": "Category"
          },
          {
            "key": "duration",
            "valueType": "ms",
            "granularity": 1,
            "label": "Time Spent"
          }
        ],
        "items": [
          {
            "group": "scriptEvaluation",
            "groupLabel": "Script Evaluation",
            "duration": 3097.239999999997
          },
          {
            "group": "other",
            "groupLabel": "Other",
            "duration": 844.331999999999
          },
          {
            "group": "scriptParseCompile",
            "groupLabel": "Script Parsing & Compilation",
            "duration": 551.3079999999999
          },
          {
            "group": "styleLayout",
            "groupLabel": "Style & Layout",
            "duration": 265.37199999999996
          },
          {
            "group": "parseHTML",
            "groupLabel": "Parse HTML & CSS",
            "duration": 113.924
          },
          {
            "group": "paintCompositeRender",
            "groupLabel": "Rendering",
            "duration": 107.55199999999995
          },
          {
            "group": "garbageCollection",
            "groupLabel": "Garbage Collection",
            "duration": 77.036
          }
        ],
        "sortedBy": [
          "duration"
        ]
      },
      "guidanceLevel": 1
    },
    "bootup-time": {
      "id": "bootup-time",
      "title": "Reduce JavaScript execution time",
      "description": "Consider reducing the time spent parsing, compiling, and executing JS. You may find delivering smaller JS payloads helps with this. [Learn how to reduce Javascript execution time](https://developer.chrome.com/docs/lighthouse/performance/bootup-time/).",
      "score": 0,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 3526.151999999988,
      "numericUnit": "millisecond",
      "displayValue": "3.5 s",
      "metricSavings": {
        "TBT": 1850
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "total",
            "granularity": 1,
            "valueType": "ms",
            "label": "Total CPU Time"
          },
          {
            "key": "scripting",
            "granularity": 1,
            "valueType": "ms",
            "label": "Script Evaluation"
          },
          {
            "key": "scriptParseCompile",
            "granularity": 1,
            "valueType": "ms",
            "label": "Script Parse"
          }
        ],
        "items": [
          {
            "url": "https://c60708c831e2.1092ca29.ap-southeast-1.token.awswaf.com/c60708c831e2/challenge.js",
            "total": 1423.111999999983,
            "scripting": 1163.0519999999833,
            "scriptParseCompile": 183.82399999999996
          },
          {
            "url": "Unattributable",
            "total": 685.9320000000022,
            "scripting": 48.28000000000002,
            "scriptParseCompile": 0
          },
          {
            "url": "https://www.geogebra.org/sp-assets/_next/static/chunks/255-d114ef6906475523.js",
            "total": 628.736000000002,
            "scripting": 520.1000000000021,
            "scriptParseCompile": 22.759999999999998
          },
          {
            "url": "https://www.geogebra.org/",
            "total": 614.8520000000001,
            "scripting": 75.168,
            "scriptParseCompile": 19.607999999999997
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          {
            "url": "https://cmp.inmobi.com/tcfv2/56/cmp2.js?referer=www.geogebra.org",
            "total": 393.6040000000005,
            "scripting": 285.69600000000054,
            "scriptParseCompile": 67.128
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          {
            "url": "https://www.googletagmanager.com/gtag/js?id=G-443PHJSSKT&cx=c&gtm=4e64k0",
            "total": 365.7880000000008,
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            "scriptParseCompile": 87.744
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          {
            "url": "https://www.geogebra.org/sp-assets/_next/static/chunks/4bd1b696-21f374d1156f834a.js",
            "total": 334.15200000000056,
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            "scriptParseCompile": 22.335999999999995
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          {
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            "total": 332.01600000000116,
            "scripting": 268.7360000000011,
            "scriptParseCompile": 52.86000000000001
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          {
            "url": "https://www.geogebra.org/sp-assets/_next/static/chunks/685-43c95589a2e5a5da.js",
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        "summary": {
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      "guidanceLevel": 1
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    "diagnostics": {
      "id": "diagnostics",
      "title": "Diagnostics",
      "description": "Collection of useful page vitals.",
      "score": 1,
      "scoreDisplayMode": "informative",
      "details": {
        "type": "debugdata",
        "items": [
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            "numStylesheets": 1,
            "numFonts": 1,
            "numTasks": 2053,
            "numTasksOver10ms": 20,
            "numTasksOver25ms": 11,
            "numTasksOver50ms": 4,
            "numTasksOver100ms": 1,
            "numTasksOver500ms": 0,
            "rtt": 0,
            "throughput": 68234398.34548555,
            "maxRtt": 168.386,
            "maxServerLatency": 30.878999999999998,
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        ]
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    },
    "network-requests": {
      "id": "network-requests",
      "title": "Network Requests",
      "description": "Lists the network requests that were made during page load.",
      "score": 1,
      "scoreDisplayMode": "informative",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
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          {
            "key": "protocol",
            "valueType": "text",
            "label": "Protocol"
          },
          {
            "key": "networkRequestTime",
            "valueType": "ms",
            "granularity": 1,
            "label": "Network Request Time"
          },
          {
            "key": "networkEndTime",
            "valueType": "ms",
            "granularity": 1,
            "label": "Network End Time"
          },
          {
            "key": "transferSize",
            "valueType": "bytes",
            "displayUnit": "kb",
            "granularity": 1,
            "label": "Transfer Size"
          },
          {
            "key": "resourceSize",
            "valueType": "bytes",
            "displayUnit": "kb",
            "granularity": 1,
            "label": "Resource Size"
          },
          {
            "key": "statusCode",
            "valueType": "text",
            "label": "Status Code"
          },
          {
            "key": "mimeType",
            "valueType": "text",
            "label": "MIME Type"
          },
          {
            "key": "resourceType",
            "valueType": "text",
            "label": "Resource Type"
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        ],
        "items": [
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            "mimeType": "text/html",
            "resourceType": "Document",
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            "entity": "geogebra.org"
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            "resourceType": "Font",
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            "url": "https://www.geogebra.org/sp-assets/assets/images/feature-icons/ClassroomCollab/ClassroomSmall2x.e1c8dc75.webp",
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                "top": 2759,
                "bottom": 2806,
                "left": 784,
                "right": 832,
                "width": 48,
                "height": 48
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              "snippet": "<img alt=\"Profile Picture\" class=\"object-cover\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/steven_1x.85…\" src=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/steven_2x.06…\">",
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          },
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            "url": "https://www.geogebra.org/sp-assets/assets/images/testimonials/peter_2x.bf0b8a66.webp",
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              "type": "node",
              "lhId": "1-106-IMG",
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                "right": 1196,
                "width": 48,
                "height": 48
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              "snippet": "<img alt=\"Profile Picture\" class=\"object-cover\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/peter_1x.9ce…\" src=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/peter_2x.bf0…\">",
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          },
          {
            "url": "https://www.geogebra.org/sp-assets/assets/images/testimonials/maria_2x.5328ab12.webp",
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              "type": "node",
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                "top": 2759,
                "bottom": 2806,
                "left": 1512,
                "right": 1560,
                "width": 48,
                "height": 48
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              "snippet": "<img alt=\"Profile Picture\" class=\"object-cover\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/maria_1x.cde…\" src=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/maria_2x.532…\">",
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      "guidanceLevel": 4
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      "id": "valid-source-maps",
      "title": "Page has valid source maps",
      "description": "Source maps translate minified code to the original source code. This helps developers debug in production. In addition, Lighthouse is able to provide further insights. Consider deploying source maps to take advantage of these benefits. [Learn more about source maps](https://developer.chrome.com/docs/devtools/javascript/source-maps/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
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            "valueType": "url",
            "subItemsHeading": {
              "key": "error"
            },
            "label": "URL"
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            "key": "sourceMapUrl",
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            "label": "Map URL"
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        ],
        "items": []
      }
    },
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      "title": "Ensure CSP is effective against XSS attacks",
      "description": "A strong Content Security Policy (CSP) significantly reduces the risk of cross-site scripting (XSS) attacks. [Learn how to use a CSP to prevent XSS](https://developer.chrome.com/docs/lighthouse/best-practices/csp-xss/)",
      "score": 1,
      "scoreDisplayMode": "informative",
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        ],
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            "description": "Host allowlists can frequently be bypassed. Consider using CSP nonces or hashes instead, along with `'strict-dynamic'` if necessary.",
            "severity": "High"
          },
          {
            "directive": "script-src",
            "description": "`'unsafe-inline'` allows the execution of unsafe in-page scripts and event handlers. Consider using CSP nonces or hashes to allow scripts individually.",
            "severity": "High"
          },
          {
            "directive": "script-src-attr",
            "description": "`'unsafe-inline'` allows the execution of unsafe in-page scripts and event handlers. Consider using CSP nonces or hashes to allow scripts individually.",
            "severity": "High"
          },
          {
            "directive": "script-src-elem",
            "description": "`'unsafe-inline'` allows the execution of unsafe in-page scripts and event handlers. Consider using CSP nonces or hashes to allow scripts individually.",
            "severity": "High"
          },
          {
            "directive": "script-src",
            "description": "Avoid using plain URL schemes (https:) in this directive. Plain URL schemes allow scripts to be sourced from an unsafe domain.",
            "severity": "High"
          },
          {
            "directive": "script-src-elem",
            "description": "Avoid using plain URL schemes (https:) in this directive. Plain URL schemes allow scripts to be sourced from an unsafe domain.",
            "severity": "High"
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        ]
      }
    },
    "has-hsts": {
      "id": "has-hsts",
      "title": "Use a strong HSTS policy",
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      "scoreDisplayMode": "notApplicable",
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            "valueType": "text",
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            "label": "Severity"
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        ],
        "items": []
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    },
    "origin-isolation": {
      "id": "origin-isolation",
      "title": "Ensure proper origin isolation with COOP",
      "description": "The Cross-Origin-Opener-Policy (COOP) can be used to isolate the top-level window from other documents such as pop-ups. [Learn more about deploying the COOP header.](https://web.dev/articles/why-coop-coep#coop)",
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      "scoreDisplayMode": "informative",
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            "severity": "High"
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        ]
      }
    },
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      "title": "Mitigate clickjacking with XFO or CSP",
      "description": "The `X-Frame-Options` (XFO) header or the `frame-ancestors` directive in the `Content-Security-Policy` (CSP) header control where a page can be embedded. These can mitigate clickjacking attacks by blocking some or all sites from embedding the page. [Learn more about mitigating clickjacking](https://developer.chrome.com/docs/lighthouse/best-practices/clickjacking-mitigation).",
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      "title": "Mitigate DOM-based XSS with Trusted Types",
      "description": "The `require-trusted-types-for` directive in the `Content-Security-Policy` (CSP) header instructs user agents to control the data passed to DOM XSS sink functions. [Learn more about mitigating DOM-based XSS with Trusted Types](https://developer.chrome.com/docs/lighthouse/best-practices/trusted-types-xss).",
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            "severity": "High",
            "description": "No `Content-Security-Policy` header with Trusted Types directive found"
          }
        ]
      }
    },
    "script-treemap-data": {
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      "title": "Script Treemap Data",
      "description": "Used for treemap app",
      "score": 1,
      "scoreDisplayMode": "informative",
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      "title": "`[accesskey]` values are unique",
      "description": "Access keys let users quickly focus a part of the page. For proper navigation, each access key must be unique. [Learn more about access keys](https://dequeuniversity.com/rules/axe/4.11/accesskeys).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
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    "aria-allowed-attr": {
      "id": "aria-allowed-attr",
      "title": "`[aria-*]` attributes match their roles",
      "description": "Each ARIA `role` supports a specific subset of `aria-*` attributes. Mismatching these invalidates the `aria-*` attributes. [Learn how to match ARIA attributes to their roles](https://dequeuniversity.com/rules/axe/4.11/aria-allowed-attr).",
      "score": 1,
      "scoreDisplayMode": "binary",
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    "aria-allowed-role": {
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      "title": "Uses ARIA roles only on compatible elements",
      "description": "Many HTML elements can only be assigned certain ARIA roles. Using ARIA roles where they are not allowed can interfere with the accessibility of the web page. [Learn more about ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-allowed-role).",
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    },
    "aria-command-name": {
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      "title": "`button`, `link`, and `menuitem` elements have accessible names",
      "description": "When an element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to make command elements more accessible](https://dequeuniversity.com/rules/axe/4.11/aria-command-name).",
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    "aria-conditional-attr": {
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      "title": "ARIA attributes are used as specified for the element's role",
      "description": "Some ARIA attributes are only allowed on an element under certain conditions. [Learn more about conditional ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-conditional-attr).",
      "score": 1,
      "scoreDisplayMode": "binary",
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        "headings": [
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    "aria-deprecated-role": {
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      "title": "Deprecated ARIA roles were not used",
      "description": "Deprecated ARIA roles may not be processed correctly by assistive technology. [Learn more about deprecated ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-deprecated-role).",
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      "scoreDisplayMode": "binary",
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        "headings": [
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    },
    "aria-dialog-name": {
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      "title": "Elements with `role=\"dialog\"` or `role=\"alertdialog\"` have accessible names.",
      "description": "ARIA dialog elements without accessible names may prevent screen readers users from discerning the purpose of these elements. [Learn how to make ARIA dialog elements more accessible](https://dequeuniversity.com/rules/axe/4.11/aria-dialog-name).",
      "score": null,
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    },
    "aria-hidden-body": {
      "id": "aria-hidden-body",
      "title": "`[aria-hidden=\"true\"]` is not present on the document `<body>`",
      "description": "Assistive technologies, like screen readers, work inconsistently when `aria-hidden=\"true\"` is set on the document `<body>`. [Learn how `aria-hidden` affects the document body](https://dequeuniversity.com/rules/axe/4.11/aria-hidden-body).",
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      "scoreDisplayMode": "binary",
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    },
    "aria-hidden-focus": {
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      "title": "`[aria-hidden=\"true\"]` elements do not contain focusable descendents",
      "description": "Focusable descendents within an `[aria-hidden=\"true\"]` element prevent those interactive elements from being available to users of assistive technologies like screen readers. [Learn how `aria-hidden` affects focusable elements](https://dequeuniversity.com/rules/axe/4.11/aria-hidden-focus).",
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    },
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      "title": "ARIA input fields have accessible names",
      "description": "When an input field doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about input field labels](https://dequeuniversity.com/rules/axe/4.11/aria-input-field-name).",
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    "aria-meter-name": {
      "id": "aria-meter-name",
      "title": "ARIA `meter` elements have accessible names",
      "description": "When a meter element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to name `meter` elements](https://dequeuniversity.com/rules/axe/4.11/aria-meter-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "aria-progressbar-name": {
      "id": "aria-progressbar-name",
      "title": "ARIA `progressbar` elements have accessible names",
      "description": "When a `progressbar` element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to label `progressbar` elements](https://dequeuniversity.com/rules/axe/4.11/aria-progressbar-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "aria-prohibited-attr": {
      "id": "aria-prohibited-attr",
      "title": "Elements use only permitted ARIA attributes",
      "description": "Using ARIA attributes in roles where they are prohibited can mean that important information is not communicated to users of assistive technologies. [Learn more about prohibited ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-prohibited-attr).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "aria-required-attr": {
      "id": "aria-required-attr",
      "title": "`[role]`s have all required `[aria-*]` attributes",
      "description": "Some ARIA roles have required attributes that describe the state of the element to screen readers. [Learn more about roles and required attributes](https://dequeuniversity.com/rules/axe/4.11/aria-required-attr).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "aria-required-children": {
      "id": "aria-required-children",
      "title": "Elements with an ARIA `[role]` that require children to contain a specific `[role]` are missing some or all of those required children.",
      "description": "Some ARIA parent roles must contain specific child roles to perform their intended accessibility functions. [Learn more about roles and required children elements](https://dequeuniversity.com/rules/axe/4.11/aria-required-children).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
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              "type": "node",
              "lhId": "1-0-DIV",
              "path": "1,HTML,1,BODY,20,HEADER,0,DIV,1,DIV,0,DIV,0,DIV",
              "selector": "div.relative > div.absolute > div.min-h-0 > div",
              "boundingRect": {
                "top": 72,
                "bottom": 218,
                "left": 24,
                "right": 388,
                "width": 364,
                "height": 146
              },
              "snippet": "<div role=\"tablist\" aria-label=\"Navigation tablist\">",
              "nodeLabel": "Resources\n\nNumber Sense\n\nAlgebra\n\nGeometry\n\nMeasurement\n\nOperations\n\nProbabilit…",
              "explanation": "Fix any of the following:\n  Element has children which are not allowed: a[aria-label]"
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
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                    "path": "1,HTML,1,BODY,20,HEADER,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,DIV,0,A",
                    "selector": "div.min-h-0 > div.relative > div.truncate > a.block",
                    "boundingRect": {
                      "top": 488,
                      "bottom": 512,
                      "left": 24,
                      "right": 208,
                      "width": 184,
                      "height": 24
                    },
                    "snippet": "<a href=\"/materials\" aria-label=\"Community Resources\" tabindex=\"-1\" class=\"block w-min\">",
                    "nodeLabel": "Community Resources"
                  }
                },
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-2-A",
                    "path": "1,HTML,1,BODY,20,HEADER,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,1,DIV,0,A",
                    "selector": "div.min-h-0 > div.relative > div.truncate > a.block",
                    "boundingRect": {
                      "top": 536,
                      "bottom": 560,
                      "left": 24,
                      "right": 271,
                      "width": 247,
                      "height": 24
                    },
                    "snippet": "<a href=\"https://help.geogebra.org/hc/en-us/articles/10449584308125-Get-started-wit…\" aria-label=\"Get started with our Resources\" tabindex=\"-1\" class=\"block w-min\">",
                    "nodeLabel": "Get started with our Resources"
                  }
                },
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-3-A",
                    "path": "1,HTML,1,BODY,20,HEADER,0,DIV,1,DIV,0,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,0,A",
                    "selector": "div.min-h-0 > div.relative > div.truncate > a.block",
                    "boundingRect": {
                      "top": 561,
                      "bottom": 585,
                      "left": 24,
                      "right": 165,
                      "width": 141,
                      "height": 24
                    },
                    "snippet": "<a href=\"/download\" aria-label=\"App Downloads\" tabindex=\"-1\" class=\"block w-min\">",
                    "nodeLabel": "App Downloads"
                  }
                }
              ]
            }
          }
        ],
        "debugData": {
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          "tags": [
            "cat.aria",
            "wcag2a",
            "wcag131",
            "EN-301-549",
            "EN-9.1.3.1",
            "RGAAv4",
            "RGAA-9.3.1"
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        }
      }
    },
    "aria-required-parent": {
      "id": "aria-required-parent",
      "title": "`[role]`s are contained by their required parent element",
      "description": "Some ARIA child roles must be contained by specific parent roles to properly perform their intended accessibility functions. [Learn more about ARIA roles and required parent element](https://dequeuniversity.com/rules/axe/4.11/aria-required-parent).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
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        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
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            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "aria-roles": {
      "id": "aria-roles",
      "title": "`[role]` values are valid",
      "description": "ARIA roles must have valid values in order to perform their intended accessibility functions. [Learn more about valid ARIA roles](https://dequeuniversity.com/rules/axe/4.11/aria-roles).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "aria-text": {
      "id": "aria-text",
      "title": "Elements with the `role=text` attribute do not have focusable descendents.",
      "description": "Adding `role=text` around a text node split by markup enables VoiceOver to treat it as one phrase, but the element's focusable descendents will not be announced. [Learn more about the `role=text` attribute](https://dequeuniversity.com/rules/axe/4.11/aria-text).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "aria-toggle-field-name": {
      "id": "aria-toggle-field-name",
      "title": "ARIA toggle fields have accessible names",
      "description": "When a toggle field doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about toggle fields](https://dequeuniversity.com/rules/axe/4.11/aria-toggle-field-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "aria-tooltip-name": {
      "id": "aria-tooltip-name",
      "title": "ARIA `tooltip` elements have accessible names",
      "description": "When a tooltip element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to name `tooltip` elements](https://dequeuniversity.com/rules/axe/4.11/aria-tooltip-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "aria-treeitem-name": {
      "id": "aria-treeitem-name",
      "title": "ARIA `treeitem` elements have accessible names",
      "description": "When a `treeitem` element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about labeling `treeitem` elements](https://dequeuniversity.com/rules/axe/4.11/aria-treeitem-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "aria-valid-attr-value": {
      "id": "aria-valid-attr-value",
      "title": "`[aria-*]` attributes have valid values",
      "description": "Assistive technologies, like screen readers, can't interpret ARIA attributes with invalid values. [Learn more about valid values for ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-valid-attr-value).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
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        "headings": [
          {
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            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "aria-valid-attr": {
      "id": "aria-valid-attr",
      "title": "`[aria-*]` attributes are valid and not misspelled",
      "description": "Assistive technologies, like screen readers, can't interpret ARIA attributes with invalid names. [Learn more about valid ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-valid-attr).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "button-name": {
      "id": "button-name",
      "title": "Buttons have an accessible name",
      "description": "When a button doesn't have an accessible name, screen readers announce it as \"button\", making it unusable for users who rely on screen readers. [Learn how to make buttons more accessible](https://dequeuniversity.com/rules/axe/4.11/button-name).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "bypass": {
      "id": "bypass",
      "title": "The page contains a heading, skip link, or landmark region",
      "description": "Adding ways to bypass repetitive content lets keyboard users navigate the page more efficiently. [Learn more about bypass blocks](https://dequeuniversity.com/rules/axe/4.11/bypass).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "color-contrast": {
      "id": "color-contrast",
      "title": "Background and foreground colors do not have a sufficient contrast ratio.",
      "description": "Low-contrast text is difficult or impossible for many users to read. [Learn how to provide sufficient color contrast](https://dequeuniversity.com/rules/axe/4.11/color-contrast).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-4-P",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,0,FIGURE,1,DIV,1,DIV,0,P",
              "selector": "figure.flex > div.flex > div.flex > p.text-[14px]",
              "boundingRect": {
                "top": 2878,
                "bottom": 2898,
                "left": 120,
                "right": 356,
                "width": 236,
                "height": 20
              },
              "snippet": "<p class=\"text-[14px] leading-[20px] tracking-[0.14px] md:text-[16px] md:leading-[24…\">",
              "nodeLabel": "Nancy Swarat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.83 (foreground color: #388c83, background color: #fafafc, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            },
            "subItems": {
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                    "lhId": "1-5-DIV",
                    "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV",
                    "selector": "div.relative > div.snap-x > div.snap-start > div.rounded-lg",
                    "boundingRect": {
                      "top": 2738,
                      "bottom": 2938,
                      "left": 36,
                      "right": 376,
                      "width": 340,
                      "height": 200
                    },
                    "snippet": "<div class=\"rounded-lg bg-neutral-100 h-full p-5\">",
                    "nodeLabel": "I appreciate the responsiveness of the GeoGebra staff and the larger community.…"
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          },
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              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,DIV,0,FIGURE,1,DIV,1,DIV,0,P",
              "selector": "figure.flex > div.flex > div.flex > p.text-[14px]",
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                "left": 484,
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              },
              "snippet": "<p class=\"text-[14px] leading-[20px] tracking-[0.14px] md:text-[16px] md:leading-[24…\">",
              "nodeLabel": "Irina Kimyagarov",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.83 (foreground color: #388c83, background color: #fafafc, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            },
            "subItems": {
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                    "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,DIV",
                    "selector": "div.relative > div.snap-x > div.snap-start > div.rounded-lg",
                    "boundingRect": {
                      "top": 2738,
                      "bottom": 2938,
                      "left": 400,
                      "right": 740,
                      "width": 340,
                      "height": 200
                    },
                    "snippet": "<div class=\"rounded-lg bg-neutral-100 h-full p-5\">",
                    "nodeLabel": "GeoGebra allowed us to provide access and equity to our diverse student populat…"
                  }
                }
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              "lhId": "1-8-P",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,2,DIV,0,DIV,0,FIGURE,1,DIV,1,DIV,0,P",
              "selector": "figure.flex > div.flex > div.flex > p.text-[14px]",
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              },
              "snippet": "<p class=\"text-[14px] leading-[20px] tracking-[0.14px] md:text-[16px] md:leading-[24…\">",
              "nodeLabel": "Steven C. Silvestri",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.83 (foreground color: #388c83, background color: #fafafc, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
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                    "lhId": "1-9-DIV",
                    "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,2,DIV,0,DIV",
                    "selector": "div.relative > div.snap-x > div.snap-start > div.rounded-lg",
                    "boundingRect": {
                      "top": 2738,
                      "bottom": 2938,
                      "left": 764,
                      "right": 1104,
                      "width": 340,
                      "height": 200
                    },
                    "snippet": "<div class=\"rounded-lg bg-neutral-100 h-full p-5\">",
                    "nodeLabel": "GeoGebra brings mathematics to life!\n\nSteven C. Silvestri\n\nTeacher, New York, US"
                  }
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          },
          {
            "node": {
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              "lhId": "1-10-P",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,3,DIV,0,DIV,0,FIGURE,1,DIV,1,DIV,0,P",
              "selector": "figure.flex > div.flex > div.flex > p.text-[14px]",
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                "bottom": 2898,
                "left": 1212,
                "right": 1448,
                "width": 236,
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              },
              "snippet": "<p class=\"text-[14px] leading-[20px] tracking-[0.14px] md:text-[16px] md:leading-[24…\">",
              "nodeLabel": "Peter Myers",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.83 (foreground color: #388c83, background color: #fafafc, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            },
            "subItems": {
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                {
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                    "lhId": "1-11-DIV",
                    "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,3,DIV,0,DIV",
                    "selector": "div.relative > div.snap-x > div.snap-start > div.rounded-lg",
                    "boundingRect": {
                      "top": 2738,
                      "bottom": 2938,
                      "left": 1128,
                      "right": 1468,
                      "width": 340,
                      "height": 200
                    },
                    "snippet": "<div class=\"rounded-lg bg-neutral-100 h-full p-5\">",
                    "nodeLabel": "My students LOVE using GeoGebra.\n\nPeter Myers\n\nTeacher, New York City, US"
                  }
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-12-P",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,4,DIV,0,DIV,0,FIGURE,1,DIV,1,DIV,0,P",
              "selector": "figure.flex > div.flex > div.flex > p.text-[14px]",
              "boundingRect": {
                "top": 2878,
                "bottom": 2898,
                "left": 1576,
                "right": 1812,
                "width": 236,
                "height": 20
              },
              "snippet": "<p class=\"text-[14px] leading-[20px] tracking-[0.14px] md:text-[16px] md:leading-[24…\">",
              "nodeLabel": "Maria Meyer",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.83 (foreground color: #388c83, background color: #fafafc, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-13-DIV",
                    "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,4,DIV,0,DIV",
                    "selector": "div.relative > div.snap-x > div.snap-start > div.rounded-lg",
                    "boundingRect": {
                      "top": 2738,
                      "bottom": 2938,
                      "left": 1492,
                      "right": 1832,
                      "width": 340,
                      "height": 200
                    },
                    "snippet": "<div class=\"rounded-lg bg-neutral-100 h-full p-5\">",
                    "nodeLabel": "GeoGebra has changed the way I teach.\n\nMaria Meyer\n\nTeacher, New Mexico, US"
                  }
                }
              ]
            }
          },
          {
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              "lhId": "1-14-P",
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              "selector": "div.flex > div.flex > div.flex > p.pb-4",
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                "top": 6671,
                "bottom": 6711,
                "left": 24,
                "right": 187,
                "width": 163,
                "height": 40
              },
              "snippet": "<p class=\"pb-4 text-md font-normal leading-6 text-neutral-600 md:pb-0 md:text-base x…\">",
              "nodeLabel": "© 2026 GeoGebra®",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.55 (foreground color: #85848a, background color: #fafafc, font size: 13.5pt (18px), font weight: normal). Expected contrast ratio of 4.5:1"
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-15-FOOTER",
                    "path": "1,HTML,1,BODY,22,DIV,1,FOOTER",
                    "selector": "body.__className_e78ec4 > div.flex > footer.w-full",
                    "boundingRect": {
                      "top": 5972,
                      "bottom": 6803,
                      "left": 0,
                      "right": 412,
                      "width": 412,
                      "height": 831
                    },
                    "snippet": "<footer class=\"w-full bg-neutral-100 @container/content-container-wrapper md:justify-cent…\">",
                    "nodeLabel": "About\nPartners\nHelp Center\nTerms of Service\nPrivacy\nLicense\nGraphing Calculator…"
                  }
                }
              ]
            }
          }
        ],
        "debugData": {
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          "tags": [
            "cat.color",
            "wcag2aa",
            "wcag143",
            "TTv5",
            "TT13.c",
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            "EN-9.1.4.3",
            "ACT",
            "RGAAv4",
            "RGAA-3.2.1"
          ]
        }
      }
    },
    "definition-list": {
      "id": "definition-list",
      "title": "`<dl>`'s contain only properly-ordered `<dt>` and `<dd>` groups, `<script>`, `<template>` or `<div>` elements.",
      "description": "When definition lists are not properly marked up, screen readers may produce confusing or inaccurate output. [Learn how to structure definition lists correctly](https://dequeuniversity.com/rules/axe/4.11/definition-list).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "dlitem": {
      "id": "dlitem",
      "title": "Definition list items are wrapped in `<dl>` elements",
      "description": "Definition list items (`<dt>` and `<dd>`) must be wrapped in a parent `<dl>` element to ensure that screen readers can properly announce them. [Learn how to structure definition lists correctly](https://dequeuniversity.com/rules/axe/4.11/dlitem).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "document-title": {
      "id": "document-title",
      "title": "Document has a `<title>` element",
      "description": "The title gives screen reader users an overview of the page, and search engine users rely on it heavily to determine if a page is relevant to their search. [Learn more about document titles](https://dequeuniversity.com/rules/axe/4.11/document-title).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "duplicate-id-aria": {
      "id": "duplicate-id-aria",
      "title": "ARIA IDs are unique",
      "description": "The value of an ARIA ID must be unique to prevent other instances from being overlooked by assistive technologies. [Learn how to fix duplicate ARIA IDs](https://dequeuniversity.com/rules/axe/4.11/duplicate-id-aria).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "empty-heading": {
      "id": "empty-heading",
      "title": "All heading elements contain content.",
      "description": "A heading with no content or inaccessible text prevent screen reader users from accessing information on the page's structure. [Learn more about headings](https://dequeuniversity.com/rules/axe/4.11/empty-heading).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "form-field-multiple-labels": {
      "id": "form-field-multiple-labels",
      "title": "No form fields have multiple labels",
      "description": "Form fields with multiple labels can be confusingly announced by assistive technologies like screen readers which use either the first, the last, or all of the labels. [Learn how to use form labels](https://dequeuniversity.com/rules/axe/4.11/form-field-multiple-labels).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "frame-title": {
      "id": "frame-title",
      "title": "`<frame>` or `<iframe>` elements have a title",
      "description": "Screen reader users rely on frame titles to describe the contents of frames. [Learn more about frame titles](https://dequeuniversity.com/rules/axe/4.11/frame-title).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "heading-order": {
      "id": "heading-order",
      "title": "Heading elements are not in a sequentially-descending order",
      "description": "Properly ordered headings that do not skip levels convey the semantic structure of the page, making it easier to navigate and understand when using assistive technologies. [Learn more about heading order](https://dequeuniversity.com/rules/axe/4.11/heading-order).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-16-H4",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,3,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,H4",
              "selector": "div.flex > div.md:flex-1 > div > h4.text-[16px]",
              "boundingRect": {
                "top": 3034,
                "bottom": 3054,
                "left": 24,
                "right": 388,
                "width": 364,
                "height": 20
              },
              "snippet": "<h4 class=\"text-[16px] leading-[20px] md:text-[18px] md:leading-[28px] md:tracking-[-…\">",
              "nodeLabel": "TEACHERS & STUDENTS",
              "explanation": "Fix any of the following:\n  Heading order invalid"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-17-H4",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,4,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,H4",
              "selector": "div.flex > div.md:flex-1 > div > h4.text-[16px]",
              "boundingRect": {
                "top": 3663,
                "bottom": 3683,
                "left": 24,
                "right": 388,
                "width": 364,
                "height": 20
              },
              "snippet": "<h4 class=\"text-[16px] leading-[20px] md:text-[18px] md:leading-[28px] md:tracking-[-…\">",
              "nodeLabel": "TEACHERS & STUDENTS",
              "explanation": "Fix any of the following:\n  Heading order invalid"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-18-H4",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,5,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,H4",
              "selector": "div.flex > div.md:flex-1 > div > h4.text-[16px]",
              "boundingRect": {
                "top": 4403,
                "bottom": 4423,
                "left": 24,
                "right": 388,
                "width": 364,
                "height": 20
              },
              "snippet": "<h4 class=\"text-[16px] leading-[20px] md:text-[18px] md:leading-[28px] md:tracking-[-…\">",
              "nodeLabel": "TEACHERS",
              "explanation": "Fix any of the following:\n  Heading order invalid"
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "moderate",
          "tags": [
            "cat.semantics",
            "best-practice"
          ]
        }
      }
    },
    "html-has-lang": {
      "id": "html-has-lang",
      "title": "`<html>` element has a `[lang]` attribute",
      "description": "If a page doesn't specify a `lang` attribute, a screen reader assumes that the page is in the default language that the user chose when setting up the screen reader. If the page isn't actually in the default language, then the screen reader might not announce the page's text correctly. [Learn more about the `lang` attribute](https://dequeuniversity.com/rules/axe/4.11/html-has-lang).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "html-lang-valid": {
      "id": "html-lang-valid",
      "title": "`<html>` element has a valid value for its `[lang]` attribute",
      "description": "Specifying a valid [BCP 47 language](https://www.w3.org/International/questions/qa-choosing-language-tags#question) helps screen readers announce text properly. [Learn how to use the `lang` attribute](https://dequeuniversity.com/rules/axe/4.11/html-lang-valid).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "html-xml-lang-mismatch": {
      "id": "html-xml-lang-mismatch",
      "title": "`<html>` element has an `[xml:lang]` attribute with the same base language as the `[lang]` attribute.",
      "description": "If the webpage does not specify a consistent language, then the screen reader might not announce the page's text correctly. [Learn more about the `lang` attribute](https://dequeuniversity.com/rules/axe/4.11/html-xml-lang-mismatch).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "identical-links-same-purpose": {
      "id": "identical-links-same-purpose",
      "title": "Identical links have the same purpose.",
      "description": "Links with the same destination should have the same description, to help users understand the link's purpose and decide whether to follow it. [Learn more about identical links](https://dequeuniversity.com/rules/axe/4.11/identical-links-same-purpose).",
      "score": 1,
      "scoreDisplayMode": "informative",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-24-A",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,1,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,A",
              "selector": "div.mx-auto > div.rtl:items-end > div.flex > a.base-Button-root",
              "boundingRect": {
                "top": 1612,
                "bottom": 1639,
                "left": 24,
                "right": 144,
                "width": 120,
                "height": 27
              },
              "snippet": "<a class=\"base-Button-root min-w-16 relative inline-flex justify-center items-center…\" href=\"https://www.geogebra.org/math\">",
              "nodeLabel": "Explore all",
              "explanation": "Fix all of the following:\n  Check that links have the same purpose, or are intentionally ambiguous."
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-25-A",
                    "path": "1,HTML,1,BODY,22,DIV,0,MAIN,1,DIV,0,DIV,0,DIV,1,DIV,1,DIV,1,A",
                    "selector": "div.mx-auto > div.rtl:items-end > div.flex > a.base-Button-root",
                    "boundingRect": {
                      "top": 1901,
                      "bottom": 1928,
                      "left": 24,
                      "right": 144,
                      "width": 120,
                      "height": 27
                    },
                    "snippet": "<a class=\"base-Button-root min-w-16 relative inline-flex justify-center items-center…\" href=\"https://www.geogebra.org/download\">",
                    "nodeLabel": "Explore all"
                  }
                }
              ]
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "minor",
          "tags": [
            "cat.semantics",
            "wcag2aaa",
            "wcag249"
          ]
        }
      }
    },
    "image-alt": {
      "id": "image-alt",
      "title": "Image elements have `[alt]` attributes",
      "description": "Informative elements should aim for short, descriptive alternate text. Decorative elements can be ignored with an empty alt attribute. [Learn more about the `alt` attribute](https://dequeuniversity.com/rules/axe/4.11/image-alt).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "image-redundant-alt": {
      "id": "image-redundant-alt",
      "title": "Image elements do not have `[alt]` attributes that are redundant text.",
      "description": "Informative elements should aim for short, descriptive alternative text. Alternative text that is exactly the same as the text adjacent to the link or image is potentially confusing for screen reader users, because the text will be read twice. [Learn more about the `alt` attribute](https://dequeuniversity.com/rules/axe/4.11/image-redundant-alt).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "input-button-name": {
      "id": "input-button-name",
      "title": "Input buttons have discernible text.",
      "description": "Adding discernable and accessible text to input buttons may help screen reader users understand the purpose of the input button. [Learn more about input buttons](https://dequeuniversity.com/rules/axe/4.11/input-button-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "input-image-alt": {
      "id": "input-image-alt",
      "title": "`<input type=\"image\">` elements have `[alt]` text",
      "description": "When an image is being used as an `<input>` button, providing alternative text can help screen reader users understand the purpose of the button. [Learn about input image alt text](https://dequeuniversity.com/rules/axe/4.11/input-image-alt).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "label-content-name-mismatch": {
      "id": "label-content-name-mismatch",
      "title": "Elements with visible text labels have matching accessible names.",
      "description": "Visible text labels that do not match the accessible name can result in a confusing experience for screen reader users. [Learn more about accessible names](https://dequeuniversity.com/rules/axe/4.11/label-content-name-mismatch).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "label": {
      "id": "label",
      "title": "Form elements do not have associated labels",
      "description": "Labels ensure that form controls are announced properly by assistive technologies, like screen readers. [Learn more about form element labels](https://dequeuniversity.com/rules/axe/4.11/label).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-19-INPUT",
              "path": "1,HTML,1,BODY,20,HEADER,0,DIV,0,DIV,0,DIV,0,DIV,1,FORM,0,DIV,2,DIV,0,DIV,1,DIV,0,INPUT",
              "selector": "div.w-6 > div.flex > div.relative > input.peer/search-input",
              "boundingRect": {
                "top": 14,
                "bottom": 58,
                "left": 349,
                "right": 349,
                "width": 0,
                "height": 44
              },
              "snippet": "<input class=\"peer/search-input right-0 z-10 order-2 ms-0 overflow-clip bg-transparent p…\" type=\"text\" value=\"\" name=\"search_input\">",
              "nodeLabel": "div.w-6 > div.flex > div.relative > input.peer/search-input",
              "explanation": "Fix any of the following:\n  Element does not have an implicit (wrapped) <label>\n  Element does not have an explicit <label>\n  aria-label attribute does not exist or is empty\n  aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n  Element has no title attribute\n  Element has no placeholder attribute\n  Element's default semantics were not overridden with role=\"none\" or role=\"presentation\""
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "critical",
          "tags": [
            "cat.forms",
            "wcag2a",
            "wcag412",
            "section508",
            "section508.22.n",
            "TTv5",
            "TT5.c",
            "EN-301-549",
            "EN-9.4.1.2",
            "ACT",
            "RGAAv4",
            "RGAA-11.1.1"
          ]
        }
      }
    },
    "landmark-one-main": {
      "id": "landmark-one-main",
      "title": "Document has a main landmark.",
      "description": "One main landmark helps screen reader users navigate a web page. [Learn more about landmarks](https://dequeuniversity.com/rules/axe/4.11/landmark-one-main).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "link-name": {
      "id": "link-name",
      "title": "Links do not have a discernible name",
      "description": "Link text (and alternate text for images, when used as links) that is discernible, unique, and focusable improves the navigation experience for screen reader users. [Learn how to make links accessible](https://dequeuniversity.com/rules/axe/4.11/link-name).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-20-A",
              "path": "1,HTML,1,BODY,22,DIV,1,FOOTER,0,DIV,0,DIV,0,A",
              "selector": "footer.w-full > div.mx-auto > div.flex > a.py-4",
              "boundingRect": {
                "top": 5988,
                "bottom": 6040,
                "left": 24,
                "right": 155,
                "width": 131,
                "height": 52
              },
              "snippet": "<a href=\"https://www.geogebra.org\" class=\"py-4\">",
              "nodeLabel": "footer.w-full > div.mx-auto > div.flex > a.py-4",
              "explanation": "Fix all of the following:\n  Element is in tab order and does not have accessible text\n\nFix any of the following:\n  Element does not have text that is visible to screen readers\n  aria-label attribute does not exist or is empty\n  aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n  Element has no title attribute"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-21-A",
              "path": "1,HTML,1,BODY,22,DIV,1,FOOTER,0,DIV,1,DIV,0,DIV,1,DIV,1,DIV,0,A",
              "selector": "div.flex > div.flex > div.flex > a",
              "boundingRect": {
                "top": 6484,
                "bottom": 6532,
                "left": 24,
                "right": 186,
                "width": 162,
                "height": 48
              },
              "snippet": "<a href=\"https://play.google.com/store/apps/dev?id=8237791256484396134\">",
              "nodeLabel": "div.flex > div.flex > div.flex > a",
              "explanation": "Fix all of the following:\n  Element is in tab order and does not have accessible text\n\nFix any of the following:\n  Element does not have text that is visible to screen readers\n  aria-label attribute does not exist or is empty\n  aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n  Element has no title attribute"
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "serious",
          "tags": [
            "cat.name-role-value",
            "wcag2a",
            "wcag244",
            "wcag412",
            "section508",
            "section508.22.a",
            "TTv5",
            "TT6.a",
            "EN-301-549",
            "EN-9.2.4.4",
            "EN-9.4.1.2",
            "ACT",
            "RGAAv4",
            "RGAA-6.2.1"
          ]
        }
      }
    },
    "link-in-text-block": {
      "id": "link-in-text-block",
      "title": "Links are distinguishable without relying on color.",
      "description": "Low-contrast text is difficult or impossible for many users to read. Link text that is discernible improves the experience for users with low vision. [Learn how to make links distinguishable](https://dequeuniversity.com/rules/axe/4.11/link-in-text-block).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "list": {
      "id": "list",
      "title": "Lists contain only `<li>` elements and script supporting elements (`<script>` and `<template>`).",
      "description": "Screen readers have a specific way of announcing lists. Ensuring proper list structure aids screen reader output. [Learn more about proper list structure](https://dequeuniversity.com/rules/axe/4.11/list).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "listitem": {
      "id": "listitem",
      "title": "List items (`<li>`) are contained within `<ul>`, `<ol>` or `<menu>` parent elements",
      "description": "Screen readers require list items (`<li>`) to be contained within a parent `<ul>`, `<ol>` or `<menu>` to be announced properly. [Learn more about proper list structure](https://dequeuniversity.com/rules/axe/4.11/listitem).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "meta-refresh": {
      "id": "meta-refresh",
      "title": "The document does not use `<meta http-equiv=\"refresh\">`",
      "description": "Users do not expect a page to refresh automatically, and doing so will move focus back to the top of the page. This may create a frustrating or confusing experience. [Learn more about the refresh meta tag](https://dequeuniversity.com/rules/axe/4.11/meta-refresh).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "meta-viewport": {
      "id": "meta-viewport",
      "title": "`[user-scalable=\"no\"]` is not used in the `<meta name=\"viewport\">` element and the `[maximum-scale]` attribute is not less than 5.",
      "description": "Disabling zooming is problematic for users with low vision who rely on screen magnification to properly see the contents of a web page. [Learn more about the viewport meta tag](https://dequeuniversity.com/rules/axe/4.11/meta-viewport).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "object-alt": {
      "id": "object-alt",
      "title": "`<object>` elements have alternate text",
      "description": "Screen readers cannot translate non-text content. Adding alternate text to `<object>` elements helps screen readers convey meaning to users. [Learn more about alt text for `object` elements](https://dequeuniversity.com/rules/axe/4.11/object-alt).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "select-name": {
      "id": "select-name",
      "title": "Select elements have associated label elements.",
      "description": "Form elements without effective labels can create frustrating experiences for screen reader users. [Learn more about the `select` element](https://dequeuniversity.com/rules/axe/4.11/select-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "skip-link": {
      "id": "skip-link",
      "title": "Skip links are focusable.",
      "description": "Including a skip link can help users skip to the main content to save time. [Learn more about skip links](https://dequeuniversity.com/rules/axe/4.11/skip-link).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "tabindex": {
      "id": "tabindex",
      "title": "No element has a `[tabindex]` value greater than 0",
      "description": "A value greater than 0 implies an explicit navigation ordering. Although technically valid, this often creates frustrating experiences for users who rely on assistive technologies. [Learn more about the `tabindex` attribute](https://dequeuniversity.com/rules/axe/4.11/tabindex).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "table-duplicate-name": {
      "id": "table-duplicate-name",
      "title": "Tables have different content in the summary attribute and `<caption>`.",
      "description": "The summary attribute should describe the table structure, while `<caption>` should have the onscreen title. Accurate table mark-up helps users of screen readers. [Learn more about summary and caption](https://dequeuniversity.com/rules/axe/4.11/table-duplicate-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "table-fake-caption": {
      "id": "table-fake-caption",
      "title": "Tables use `<caption>` instead of cells with the `[colspan]` attribute to indicate a caption.",
      "description": "Screen readers have features to make navigating tables easier. Ensuring that tables use the actual caption element instead of cells with the `[colspan]` attribute may improve the experience for screen reader users. [Learn more about captions](https://dequeuniversity.com/rules/axe/4.11/table-fake-caption).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "target-size": {
      "id": "target-size",
      "title": "Touch targets have sufficient size and spacing.",
      "description": "Touch targets with sufficient size and spacing help users who may have difficulty targeting small controls to activate the targets. [Learn more about touch targets](https://dequeuniversity.com/rules/axe/4.11/target-size).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "td-has-header": {
      "id": "td-has-header",
      "title": "`<td>` elements in a large `<table>` have one or more table headers.",
      "description": "Screen readers have features to make navigating tables easier. Ensuring that `<td>` elements in a large table (3 or more cells in width and height) have an associated table header may improve the experience for screen reader users. [Learn more about table headers](https://dequeuniversity.com/rules/axe/4.11/td-has-header).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "td-headers-attr": {
      "id": "td-headers-attr",
      "title": "Cells in a `<table>` element that use the `[headers]` attribute refer to table cells within the same table.",
      "description": "Screen readers have features to make navigating tables easier. Ensuring `<td>` cells using the `[headers]` attribute only refer to other cells in the same table may improve the experience for screen reader users. [Learn more about the `headers` attribute](https://dequeuniversity.com/rules/axe/4.11/td-headers-attr).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "th-has-data-cells": {
      "id": "th-has-data-cells",
      "title": "`<th>` elements and elements with `[role=\"columnheader\"/\"rowheader\"]` have data cells they describe.",
      "description": "Screen readers have features to make navigating tables easier. Ensuring table headers always refer to some set of cells may improve the experience for screen reader users. [Learn more about table headers](https://dequeuniversity.com/rules/axe/4.11/th-has-data-cells).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "valid-lang": {
      "id": "valid-lang",
      "title": "`[lang]` attributes have a valid value",
      "description": "Specifying a valid [BCP 47 language](https://www.w3.org/International/questions/qa-choosing-language-tags#question) on elements helps ensure that text is pronounced correctly by a screen reader. [Learn how to use the `lang` attribute](https://dequeuniversity.com/rules/axe/4.11/valid-lang).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "video-caption": {
      "id": "video-caption",
      "title": "`<video>` elements contain a `<track>` element with `[kind=\"captions\"]`",
      "description": "When a video provides a caption it is easier for deaf and hearing impaired users to access its information. [Learn more about video captions](https://dequeuniversity.com/rules/axe/4.11/video-caption).",
      "score": 1,
      "scoreDisplayMode": "informative",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-26-VIDEO",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,3,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,VIDEO",
              "selector": "div.flex > div.relative > div > video.shadow-6dp",
              "boundingRect": {
                "top": 3366,
                "bottom": 3551,
                "left": 24,
                "right": 352,
                "width": 328,
                "height": 184
              },
              "snippet": "<video autoplay=\"\" loop=\"\" playsinline=\"\" class=\"shadow-6dp rounded-sm\" poster=\"https://www.geogebra.org/sp-assets/assets/images/benefit-images/ResourcesP…\">",
              "nodeLabel": "div.flex > div.relative > div > video.shadow-6dp",
              "explanation": "Fix all of the following:\n  Check that captions are available for the element"
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "critical",
          "tags": [
            "cat.text-alternatives",
            "wcag2a",
            "wcag122",
            "section508",
            "section508.22.a",
            "TTv5",
            "TT17.a",
            "EN-301-549",
            "EN-9.1.2.2",
            "RGAAv4",
            "RGAA-4.3.1"
          ]
        }
      }
    },
    "custom-controls-labels": {
      "id": "custom-controls-labels",
      "title": "Custom controls have associated labels",
      "description": "Custom interactive controls have associated labels, provided by aria-label or aria-labelledby. [Learn more about custom controls and labels](https://developer.chrome.com/docs/lighthouse/accessibility/custom-controls-labels/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "custom-controls-roles": {
      "id": "custom-controls-roles",
      "title": "Custom controls have ARIA roles",
      "description": "Custom interactive controls have appropriate ARIA roles. [Learn how to add roles to custom controls](https://developer.chrome.com/docs/lighthouse/accessibility/custom-control-roles/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "focus-traps": {
      "id": "focus-traps",
      "title": "User focus is not accidentally trapped in a region",
      "description": "A user can tab into and out of any control or region without accidentally trapping their focus. [Learn how to avoid focus traps](https://developer.chrome.com/docs/lighthouse/accessibility/focus-traps/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "focusable-controls": {
      "id": "focusable-controls",
      "title": "Interactive controls are keyboard focusable",
      "description": "Custom interactive controls are keyboard focusable and display a focus indicator. [Learn how to make custom controls focusable](https://developer.chrome.com/docs/lighthouse/accessibility/focusable-controls/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "interactive-element-affordance": {
      "id": "interactive-element-affordance",
      "title": "Interactive elements indicate their purpose and state",
      "description": "Interactive elements, such as links and buttons, should indicate their state and be distinguishable from non-interactive elements. [Learn how to decorate interactive elements with affordance hints](https://developer.chrome.com/docs/lighthouse/accessibility/interactive-element-affordance/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "logical-tab-order": {
      "id": "logical-tab-order",
      "title": "The page has a logical tab order",
      "description": "Tabbing through the page follows the visual layout. Users cannot focus elements that are offscreen. [Learn more about logical tab ordering](https://developer.chrome.com/docs/lighthouse/accessibility/logical-tab-order/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "managed-focus": {
      "id": "managed-focus",
      "title": "The user's focus is directed to new content added to the page",
      "description": "If new content, such as a dialog, is added to the page, the user's focus is directed to it. [Learn how to direct focus to new content](https://developer.chrome.com/docs/lighthouse/accessibility/managed-focus/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "offscreen-content-hidden": {
      "id": "offscreen-content-hidden",
      "title": "Offscreen content is hidden from assistive technology",
      "description": "Offscreen content is hidden with display: none or aria-hidden=true. [Learn how to properly hide offscreen content](https://developer.chrome.com/docs/lighthouse/accessibility/offscreen-content-hidden/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "use-landmarks": {
      "id": "use-landmarks",
      "title": "HTML5 landmark elements are used to improve navigation",
      "description": "Landmark elements (`<main>`, `<nav>`, etc.) are used to improve the keyboard navigation of the page for assistive technology. [Learn more about landmark elements](https://developer.chrome.com/docs/lighthouse/accessibility/use-landmarks/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "visual-order-follows-dom": {
      "id": "visual-order-follows-dom",
      "title": "Visual order on the page follows DOM order",
      "description": "DOM order matches the visual order, improving navigation for assistive technology. [Learn more about DOM and visual ordering](https://developer.chrome.com/docs/lighthouse/accessibility/visual-order-follows-dom/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "total-byte-weight": {
      "id": "total-byte-weight",
      "title": "Avoids enormous network payloads",
      "description": "Large network payloads cost users real money and are highly correlated with long load times. [Learn how to reduce payload sizes](https://developer.chrome.com/docs/lighthouse/performance/total-byte-weight/).",
      "score": 1,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 2335992,
      "numericUnit": "byte",
      "displayValue": "Total size was 2,281 KiB",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "totalBytes",
            "valueType": "bytes",
            "label": "Transfer Size"
          }
        ],
        "items": [
          {
            "url": "https://c60708c831e2.1092ca29.ap-southeast-1.token.awswaf.com/c60708c831e2/challenge.js",
            "totalBytes": 508462
          },
          {
            "url": "https://www.geogebra.org/sp-assets/assets/images/hero-images/HeroImageSmall2x.e24327a6.webp",
            "totalBytes": 286381
          },
          {
            "url": "https://www.geogebra.org/sp-assets/assets/animations/animation_applet.608c77a7.webm",
            "totalBytes": 219934
          },
          {
            "url": "https://www.googletagmanager.com/gtag/js?id=G-443PHJSSKT&cx=c&gtm=4e64k0",
            "totalBytes": 155745
          },
          {
            "url": "https://www.googletagmanager.com/gtm.js?id=GTM-NXKJXCR",
            "totalBytes": 130514
          },
          {
            "url": "https://cmp.inmobi.com/tcfv2/56/cmp2.js?referer=www.geogebra.org",
            "totalBytes": 129467
          },
          {
            "url": "https://c60708c831e2.1092ca29.ap-southeast-1.captcha.awswaf.com/c60708c831e2/jsapi.js",
            "totalBytes": 89921
          },
          {
            "url": "https://cmp.inmobi.com/GVL-v3/vendor-list-trimmed-v1.json",
            "totalBytes": 87482
          },
          {
            "url": "https://www.geogebra.org/sp-assets/assets/animations/animation_calculator.7e92d5a8.webm",
            "totalBytes": 85804
          },
          {
            "url": "https://www.geogebra.org/sp-assets/_next/static/chunks/685-43c95589a2e5a5da.js",
            "totalBytes": 58742
          }
        ],
        "sortedBy": [
          "totalBytes"
        ]
      },
      "guidanceLevel": 1
    },
    "unminified-css": {
      "id": "unminified-css",
      "title": "Minify CSS",
      "description": "Minifying CSS files can reduce network payload sizes. [Learn how to minify CSS](https://developer.chrome.com/docs/lighthouse/performance/unminified-css/).",
      "score": 1,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 0,
      "numericUnit": "millisecond",
      "displayValue": "",
      "metricSavings": {
        "FCP": 0,
        "LCP": 0
      },
      "details": {
        "type": "opportunity",
        "headings": [],
        "items": [],
        "overallSavingsMs": 0,
        "overallSavingsBytes": 0,
        "sortedBy": [
          "wastedBytes"
        ],
        "debugData": {
          "type": "debugdata",
          "metricSavings": {
            "FCP": 0,
            "LCP": 0
          }
        }
      },
      "guidanceLevel": 3
    },
    "unminified-javascript": {
      "id": "unminified-javascript",
      "title": "Minify JavaScript",
      "description": "Minifying JavaScript files can reduce payload sizes and script parse time. [Learn how to minify JavaScript](https://developer.chrome.com/docs/lighthouse/performance/unminified-javascript/).",
      "score": 1,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 0,
      "numericUnit": "millisecond",
      "displayValue": "",
      "warnings": [],
      "metricSavings": {
        "FCP": 0,
        "LCP": 0
      },
      "details": {
        "type": "opportunity",
        "headings": [],
        "items": [],
        "overallSavingsMs": 0,
        "overallSavingsBytes": 0,
        "sortedBy": [
          "wastedBytes"
        ],
        "debugData": {
          "type": "debugdata",
          "metricSavings": {
            "FCP": 0,
            "LCP": 0
          }
        }
      },
      "guidanceLevel": 3
    },
    "unused-css-rules": {
      "id": "unused-css-rules",
      "title": "Reduce unused CSS",
      "description": "Reduce unused rules from stylesheets and defer CSS not used for above-the-fold content to decrease bytes consumed by network activity. [Learn how to reduce unused CSS](https://developer.chrome.com/docs/lighthouse/performance/unused-css-rules/).",
      "score": 1,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 0,
      "numericUnit": "millisecond",
      "displayValue": "",
      "metricSavings": {
        "FCP": 0,
        "LCP": 0
      },
      "details": {
        "type": "opportunity",
        "headings": [],
        "items": [],
        "overallSavingsMs": 0,
        "overallSavingsBytes": 0,
        "sortedBy": [
          "wastedBytes"
        ],
        "debugData": {
          "type": "debugdata",
          "metricSavings": {
            "FCP": 0,
            "LCP": 0
          }
        }
      },
      "guidanceLevel": 1
    },
    "unused-javascript": {
      "id": "unused-javascript",
      "title": "Reduce unused JavaScript",
      "description": "Reduce unused JavaScript and defer loading scripts until they are required to decrease bytes consumed by network activity. [Learn how to reduce unused JavaScript](https://developer.chrome.com/docs/lighthouse/performance/unused-javascript/).",
      "score": 0.5,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 0,
      "numericUnit": "millisecond",
      "displayValue": "Est savings of 486 KiB",
      "metricSavings": {
        "FCP": 0,
        "LCP": 0
      },
      "details": {
        "type": "opportunity",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "subItemsHeading": {
              "key": "source",
              "valueType": "code"
            },
            "label": "URL"
          },
          {
            "key": "totalBytes",
            "valueType": "bytes",
            "subItemsHeading": {
              "key": "sourceBytes"
            },
            "label": "Transfer Size"
          },
          {
            "key": "wastedBytes",
            "valueType": "bytes",
            "subItemsHeading": {
              "key": "sourceWastedBytes"
            },
            "label": "Est Savings"
          }
        ],
        "items": [
          {
            "url": "https://c60708c831e2.1092ca29.ap-southeast-1.token.awswaf.com/c60708c831e2/challenge.js",
            "totalBytes": 507958,
            "wastedBytes": 254893,
            "wastedPercent": 50.17990970305887
          },
          {
            "url": "https://c60708c831e2.edge.captcha-sdk.awswaf.com/c60708c831e2/jsapi.js",
            "totalBytes": 85784,
            "wastedBytes": 73786,
            "wastedPercent": 86.01428171232551
          },
          {
            "url": "https://cmp.inmobi.com/tcfv2/56/cmp2.js?referer=www.geogebra.org",
            "totalBytes": 128952,
            "wastedBytes": 73522,
            "wastedPercent": 57.01466377990848
          },
          {
            "url": "https://www.googletagmanager.com/gtag/js?id=G-443PHJSSKT&cx=c&gtm=4e64k0",
            "totalBytes": 155690,
            "wastedBytes": 65868,
            "wastedPercent": 42.30689854892362
          },
          {
            "url": "https://www.geogebra.org/sp-assets/_next/static/chunks/685-43c95589a2e5a5da.js",
            "totalBytes": 58400,
            "wastedBytes": 29863,
            "wastedPercent": 51.13450601772252
          }
        ],
        "overallSavingsMs": 0,
        "overallSavingsBytes": 497932,
        "sortedBy": [
          "wastedBytes"
        ],
        "debugData": {
          "type": "debugdata",
          "metricSavings": {
            "FCP": 0,
            "LCP": 0
          }
        }
      },
      "guidanceLevel": 1
    },
    "doctype": {
      "id": "doctype",
      "title": "Page has the HTML doctype",
      "description": "Specifying a doctype prevents the browser from switching to quirks-mode. [Learn more about the doctype declaration](https://developer.chrome.com/docs/lighthouse/best-practices/doctype/).",
      "score": 1,
      "scoreDisplayMode": "binary"
    },
    "charset": {
      "id": "charset",
      "title": "Properly defines charset",
      "description": "A character encoding declaration is required. It can be done with a `<meta>` tag in the first 1024 bytes of the HTML or in the Content-Type HTTP response header. [Learn more about declaring the character encoding](https://developer.chrome.com/docs/lighthouse/best-practices/charset/).",
      "score": 1,
      "scoreDisplayMode": "binary"
    },
    "geolocation-on-start": {
      "id": "geolocation-on-start",
      "title": "Avoids requesting the geolocation permission on page load",
      "description": "Users are mistrustful of or confused by sites that request their location without context. Consider tying the request to a user action instead. [Learn more about the geolocation permission](https://developer.chrome.com/docs/lighthouse/best-practices/geolocation-on-start/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "source",
            "valueType": "source-location",
            "label": "Source"
          }
        ],
        "items": []
      }
    },
    "inspector-issues": {
      "id": "inspector-issues",
      "title": "No issues in the `Issues` panel in Chrome Devtools",
      "description": "Issues logged to the `Issues` panel in Chrome Devtools indicate unresolved problems. They can come from network request failures, insufficient security controls, and other browser concerns. Open up the Issues panel in Chrome DevTools for more details on each issue.",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "issueType",
            "valueType": "text",
            "subItemsHeading": {
              "key": "url",
              "valueType": "url"
            },
            "label": "Issue type"
          }
        ],
        "items": []
      }
    },
    "js-libraries": {
      "id": "js-libraries",
      "title": "Detected JavaScript libraries",
      "description": "All front-end JavaScript libraries detected on the page. [Learn more about this JavaScript library detection diagnostic audit](https://developer.chrome.com/docs/lighthouse/best-practices/js-libraries/).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "notification-on-start": {
      "id": "notification-on-start",
      "title": "Avoids requesting the notification permission on page load",
      "description": "Users are mistrustful of or confused by sites that request to send notifications without context. Consider tying the request to user gestures instead. [Learn more about responsibly getting permission for notifications](https://developer.chrome.com/docs/lighthouse/best-practices/notification-on-start/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "source",
            "valueType": "source-location",
            "label": "Source"
          }
        ],
        "items": []
      }
    },
    "paste-preventing-inputs": {
      "id": "paste-preventing-inputs",
      "title": "Allows users to paste into input fields",
      "description": "Preventing input pasting is a bad practice for the UX, and weakens security by blocking password managers.[Learn more about user-friendly input fields](https://developer.chrome.com/docs/lighthouse/best-practices/paste-preventing-inputs/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "meta-description": {
      "id": "meta-description",
      "title": "Document has a meta description",
      "description": "Meta descriptions may be included in search results to concisely summarize page content. [Learn more about the meta description](https://developer.chrome.com/docs/lighthouse/seo/meta-description/).",
      "score": 1,
      "scoreDisplayMode": "binary"
    },
    "http-status-code": {
      "id": "http-status-code",
      "title": "Page has successful HTTP status code",
      "description": "Pages with unsuccessful HTTP status codes may not be indexed properly. [Learn more about HTTP status codes](https://developer.chrome.com/docs/lighthouse/seo/http-status-code/).",
      "score": 1,
      "scoreDisplayMode": "binary"
    },
    "link-text": {
      "id": "link-text",
      "title": "Links do not have descriptive text",
      "description": "Descriptive link text helps search engines understand your content. [Learn how to make links more accessible](https://developer.chrome.com/docs/lighthouse/seo/link-text/).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "displayValue": "1 link found",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "href",
            "valueType": "url",
            "label": "Link destination"
          },
          {
            "key": "text",
            "valueType": "text",
            "label": "Link Text"
          }
        ],
        "items": [
          {
            "href": "https://help.geogebra.org/hc/en-us/articles/8828154551965-Assign-GeoGebra-Resources",
            "text": "Learn more",
            "textLang": "en"
          }
        ]
      }
    },
    "crawlable-anchors": {
      "id": "crawlable-anchors",
      "title": "Links are crawlable",
      "description": "Search engines may use `href` attributes on links to crawl websites. Ensure that the `href` attribute of anchor elements links to an appropriate destination, so more pages of the site can be discovered. [Learn how to make links crawlable](https://support.google.com/webmasters/answer/9112205)",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "label": "Uncrawlable Link"
          }
        ],
        "items": []
      }
    },
    "is-crawlable": {
      "id": "is-crawlable",
      "title": "Page isn’t blocked from indexing",
      "description": "Search engines are unable to include your pages in search results if they don't have permission to crawl them. [Learn more about crawler directives](https://developer.chrome.com/docs/lighthouse/seo/is-crawlable/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "warnings": [],
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "source",
            "valueType": "code",
            "label": "Blocking Directive Source"
          }
        ],
        "items": []
      }
    },
    "robots-txt": {
      "id": "robots-txt",
      "title": "robots.txt is valid",
      "description": "If your robots.txt file is malformed, crawlers may not be able to understand how you want your website to be crawled or indexed. [Learn more about robots.txt](https://developer.chrome.com/docs/lighthouse/seo/invalid-robots-txt/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "index",
            "valueType": "text",
            "label": "Line #"
          },
          {
            "key": "line",
            "valueType": "code",
            "label": "Content"
          },
          {
            "key": "message",
            "valueType": "code",
            "label": "Error"
          }
        ],
        "items": []
      }
    },
    "hreflang": {
      "id": "hreflang",
      "title": "Document has a valid `hreflang`",
      "description": "hreflang links tell search engines what version of a page they should list in search results for a given language or region. [Learn more about `hreflang`](https://developer.chrome.com/docs/lighthouse/seo/hreflang/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "source",
            "valueType": "code",
            "subItemsHeading": {
              "key": "reason",
              "valueType": "text"
            },
            "label": ""
          }
        ],
        "items": []
      }
    },
    "canonical": {
      "id": "canonical",
      "title": "Document has a valid `rel=canonical`",
      "description": "Canonical links suggest which URL to show in search results. [Learn more about canonical links](https://developer.chrome.com/docs/lighthouse/seo/canonical/).",
      "score": 1,
      "scoreDisplayMode": "binary"
    },
    "structured-data": {
      "id": "structured-data",
      "title": "Structured data is valid",
      "description": "Run the [Structured Data Testing Tool](https://developers.google.com/search/docs/appearance/structured-data/) to validate structured data. [Learn more about Structured Data](https://developer.chrome.com/docs/lighthouse/seo/structured-data/).",
      "score": null,
      "scoreDisplayMode": "manual"
    },
    "bf-cache": {
      "id": "bf-cache",
      "title": "Page didn't prevent back/forward cache restoration",
      "description": "Many navigations are performed by going back to a previous page, or forwards again. The back/forward cache (bfcache) can speed up these return navigations. [Learn more about the bfcache](https://developer.chrome.com/docs/lighthouse/performance/bf-cache/)",
      "score": 1,
      "scoreDisplayMode": "binary",
      "guidanceLevel": 4
    },
    "cache-insight": {
      "id": "cache-insight",
      "title": "Use efficient cache lifetimes",
      "description": "A long cache lifetime can speed up repeat visits to your page. [Learn more about caching](https://developer.chrome.com/docs/performance/insights/cache).",
      "score": 0.5,
      "scoreDisplayMode": "metricSavings",
      "displayValue": "Est savings of 116 KiB",
      "metricSavings": {
        "FCP": 0,
        "LCP": 0
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "Request"
          },
          {
            "key": "cacheLifetimeMs",
            "valueType": "ms",
            "label": "Cache TTL",
            "displayUnit": "duration"
          },
          {
            "key": "totalBytes",
            "valueType": "bytes",
            "label": "Transfer Size",
            "displayUnit": "kb",
            "granularity": 1
          }
        ],
        "items": [
          {
            "url": "https://cmp.inmobi.com/tcfv2/56/cmp2.js?referer=www.geogebra.org",
            "cacheLifetimeMs": 900000,
            "totalBytes": 129467,
            "wastedBytes": 115711.13125
          },
          {
            "url": "https://cmp.inmobi.com/choice/PRrmquD1Ggcb1/www.geogebra.org/choice.js?tag_version=V3",
            "cacheLifetimeMs": 900000,
            "totalBytes": 3291,
            "wastedBytes": 2941.33125
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        ],
        "sortedBy": [
          "wastedBytes"
        ],
        "skipSumming": [
          "cacheLifetimeMs"
        ],
        "debugData": {
          "type": "debugdata",
          "wastedBytes": 118652.46250000001
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      },
      "guidanceLevel": 3
    },
    "cls-culprits-insight": {
      "id": "cls-culprits-insight",
      "title": "Layout shift culprits",
      "description": "Layout shifts occur when elements move absent any user interaction. [Investigate the causes of layout shifts](https://developer.chrome.com/docs/performance/insights/cls-culprit), such as elements being added, removed, or their fonts changing as the page loads.",
      "score": 1,
      "scoreDisplayMode": "informative",
      "metricSavings": {
        "CLS": 0
      },
      "details": {
        "type": "list",
        "items": [
          {
            "type": "table",
            "headings": [
              {
                "key": "node",
                "valueType": "node",
                "subItemsHeading": {
                  "key": "extra"
                },
                "label": "Element"
              },
              {
                "key": "score",
                "valueType": "numeric",
                "subItemsHeading": {
                  "key": "cause",
                  "valueType": "text"
                },
                "granularity": 0.001,
                "label": "Layout shift score"
              }
            ],
            "items": [
              {
                "node": {
                  "type": "text",
                  "value": "Total"
                },
                "score": 0.069243
              },
              {
                "node": {
                  "type": "node",
                  "lhId": "page-14-DIV",
                  "path": "0,MAIN,0,DIV,0,DIV,0,DIV,2,DIV",
                  "selector": "div > div.py-12 > div.mx-auto > div.grid",
                  "boundingRect": {
                    "top": 0,
                    "bottom": 0,
                    "left": 0,
                    "right": 0,
                    "width": 0,
                    "height": 0
                  },
                  "snippet": "<div class=\"grid gap-4 grid-cols-2 md:flex md:flex-wrap\">",
                  "nodeLabel": "Number SenseOperationsAlgebraMeasurementGeometryProbability and Statistics"
                },
                "score": 0.069243,
                "subItems": {
                  "type": "subitems",
                  "items": [
                    {
                      "extra": {
                        "type": "node",
                        "lhId": "page-13-IMG",
                        "path": "0,MAIN,0,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,IMG",
                        "selector": "div.mx-auto > div.flex > div.max-md:my-6 > img",
                        "boundingRect": {
                          "top": 0,
                          "bottom": 0,
                          "left": 0,
                          "right": 0,
                          "width": 0,
                          "height": 0
                        },
                        "snippet": "<img src=\"https://www.geogebra.org/sp-assets/assets/images/hero-images/HeroImageSmal…\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/hero-images/HeroImageSmal…\" sizes=\"(min-width: 1280px) 520px, (min-width: 780px) 45vw, calc(100vw - 48px)\" alt=\"Illustration where students and teacher are interacting with a GeoGebra Ma…\">",
                        "nodeLabel": "Illustration where students and teacher are interacting with a GeoGebra Math App"
                      },
                      "cause": "Unsized image element"
                    }
                  ]
                }
              }
            ]
          }
        ]
      },
      "guidanceLevel": 3
    },
    "document-latency-insight": {
      "id": "document-latency-insight",
      "title": "Document request latency",
      "description": "Your first network request is the most important. [Reduce its latency](https://developer.chrome.com/docs/performance/insights/document-latency) by avoiding redirects, ensuring a fast server response, and enabling text compression.",
      "score": 0,
      "scoreDisplayMode": "metricSavings",
      "displayValue": "Est savings of 30 ms",
      "metricSavings": {
        "FCP": 50,
        "LCP": 50
      },
      "details": {
        "type": "checklist",
        "items": {
          "noRedirects": {
            "label": "Had redirects (1 redirects, +30 ms)",
            "value": false
          },
          "serverResponseIsFast": {
            "label": "Server responds quickly (observed 5 ms)",
            "value": true
          },
          "usesCompression": {
            "label": "Applies text compression",
            "value": true
          }
        },
        "debugData": {
          "type": "debugdata",
          "redirectDuration": 30,
          "serverResponseTime": 5,
          "uncompressedResponseBytes": 0,
          "wastedBytes": 0
        }
      },
      "guidanceLevel": 3
    },
    "dom-size-insight": {
      "id": "dom-size-insight",
      "title": "Optimize DOM size",
      "description": "A large DOM can increase the duration of style calculations and layout reflows, impacting page responsiveness. A large DOM will also increase memory usage. [Learn how to avoid an excessive DOM size](https://developer.chrome.com/docs/performance/insights/dom-size).",
      "score": 1,
      "scoreDisplayMode": "numeric",
      "numericValue": 760,
      "numericUnit": "element",
      "metricSavings": {
        "INP": 0
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "statistic",
            "valueType": "text",
            "label": "Statistic"
          },
          {
            "key": "node",
            "valueType": "node",
            "label": "Element"
          },
          {
            "key": "value",
            "valueType": "numeric",
            "label": "Value"
          }
        ],
        "items": [
          {
            "statistic": "Total elements",
            "value": {
              "type": "numeric",
              "granularity": 1,
              "value": 760
            }
          },
          {
            "statistic": "DOM depth",
            "node": {
              "type": "node",
              "lhId": "page-18-path",
              "path": "0,DIV,1,DIV,0,DIV,0,DIV,1,DIV,1,DIV,0,DIV,0,DIV,0,DIV,0,A,0,DIV,0,svg,1,g,0,path",
              "selector": "div.h-8 > svg.size-8 > g > path",
              "boundingRect": {
                "top": 0,
                "bottom": 0,
                "left": 0,
                "right": 0,
                "width": 0,
                "height": 0
              },
              "snippet": "<path fill=\"none\" stroke=\"#666\" stroke-width=\"33.34\" d=\"M432.345 250.876c0 87.31-75.98 158.088-169.705 158.088-93.726 0-169.706-70…\" transform=\"matrix(1.0156 .01389 -.20152 .9924 42.924 8.75)\">",
              "nodeLabel": "div.h-8 > svg.size-8 > g > path"
            },
            "value": {
              "type": "numeric",
              "granularity": 1,
              "value": 16
            }
          },
          {
            "statistic": "Most children",
            "node": {
              "type": "node",
              "lhId": "page-17-BODY",
              "path": "1,HTML,1,BODY",
              "selector": "body.__className_e78ec4",
              "boundingRect": {
                "top": 72,
                "bottom": 6803,
                "left": 0,
                "right": 412,
                "width": 412,
                "height": 6731
              },
              "snippet": "<body class=\"__className_e78ec4\">",
              "nodeLabel": "body.__className_e78ec4"
            },
            "value": {
              "type": "numeric",
              "granularity": 1,
              "value": 24
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          }
        ],
        "debugData": {
          "type": "debugdata",
          "totalElements": 760,
          "maxChildren": 24,
          "maxDepth": 16
        }
      },
      "guidanceLevel": 3
    },
    "duplicated-javascript-insight": {
      "id": "duplicated-javascript-insight",
      "title": "Duplicated JavaScript",
      "description": "Remove large, [duplicate JavaScript modules](https://developer.chrome.com/docs/performance/insights/duplicated-javascript) from bundles to reduce unnecessary bytes consumed by network activity.",
      "score": null,
      "scoreDisplayMode": "error",
      "errorMessage": "duplication.values.flatMap is not a function or its return value is not iterable",
      "errorStack": "TypeError: duplication.values.flatMap is not a function or its return value is not iterable\n    at Module.generateInsight (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/insights/DuplicatedJavaScript.js:59:61)\n    at #computeInsightSet (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:369:33)\n    at #computeInsightsForNavigation (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:513:32)\n    at #computeInsights (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:445:47)\n    at TraceProcessor.parse (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:126:38)\n    at async TraceEngineResult.runTraceEngine (file:///usr/local/lib/node_modules/lighthouse/core/computed/trace-engine-result.js:43:5)\n    at async TraceEngineResult.compute_ (file:///usr/local/lib/node_modules/lighthouse/core/computed/trace-engine-result.js:256:7)",
      "guidanceLevel": 2
    },
    "font-display-insight": {
      "id": "font-display-insight",
      "title": "Font display",
      "description": "Consider setting [font-display](https://developer.chrome.com/docs/performance/insights/font-display) to swap or optional to ensure text is consistently visible. swap can be further optimized to mitigate layout shifts with [font metric overrides](https://developer.chrome.com/blog/font-fallbacks).",
      "score": 1,
      "scoreDisplayMode": "metricSavings",
      "metricSavings": {
        "INP": 0
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "wastedMs",
            "valueType": "ms",
            "label": "Est Savings"
          }
        ],
        "items": [],
        "skipSumming": [
          "wastedMs"
        ]
      },
      "guidanceLevel": 3
    },
    "forced-reflow-insight": {
      "id": "forced-reflow-insight",
      "title": "Forced reflow",
      "description": "A forced reflow occurs when JavaScript queries geometric properties (such as offsetWidth) after styles have been invalidated by a change to the DOM state. This can result in poor performance. Learn more about [forced reflows](https://developer.chrome.com/docs/performance/insights/forced-reflow) and possible mitigations.",
      "score": 1,
      "scoreDisplayMode": "numeric",
      "details": {
        "type": "list",
        "items": [
          {
            "type": "table",
            "headings": [
              {
                "key": "source",
                "valueType": "source-location",
                "label": "Source"
              },
              {
                "key": "reflowTime",
                "valueType": "ms",
                "granularity": 1,
                "label": "Total reflow time"
              }
            ],
            "items": []
          }
        ]
      },
      "guidanceLevel": 3
    },
    "image-delivery-insight": {
      "id": "image-delivery-insight",
      "title": "Improve image delivery",
      "description": "Reducing the download time of images can improve the perceived load time of the page and LCP. [Learn more about optimizing image size](https://developer.chrome.com/docs/performance/insights/image-delivery)",
      "score": 0,
      "scoreDisplayMode": "metricSavings",
      "displayValue": "Est savings of 390 KiB",
      "metricSavings": {
        "FCP": 0,
        "LCP": 1050
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "label": ""
          },
          {
            "key": "url",
            "valueType": "url",
            "label": "URL",
            "subItemsHeading": {
              "key": "reason",
              "valueType": "text"
            }
          },
          {
            "key": "totalBytes",
            "valueType": "bytes",
            "label": "Resource Size"
          },
          {
            "key": "wastedBytes",
            "valueType": "bytes",
            "label": "Est Savings",
            "subItemsHeading": {
              "key": "wastedBytes",
              "valueType": "bytes"
            }
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "page-0-IMG",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,0,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,IMG",
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              "snippet": "<img sizes=\"(min-width: 1280px) 520px, (min-width: 780px) 45vw, calc(100vw - 48px)\" alt=\"Illustration where students and teacher are interacting with a GeoGebra Ma…\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/hero-images/HeroImageSmal…\" src=\"https://www.geogebra.org/sp-assets/assets/images/hero-images/HeroImageSmal…\">",
              "nodeLabel": "Illustration where students and teacher are interacting with a GeoGebra Math App"
            },
            "url": "https://www.geogebra.org/sp-assets/assets/images/hero-images/HeroImageSmall2x.e24327a6.webp",
            "totalBytes": 286012,
            "wastedBytes": 228338,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "Increasing the image compression factor could improve this image's download size.",
                  "wastedBytes": 216362
                },
                {
                  "reason": "This image file is larger than it needs to be (700x597) for its displayed dimensions (637x543). Use responsive images to reduce the image download size.",
                  "wastedBytes": 49178
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              ]
            }
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            "node": {
              "type": "node",
              "lhId": "page-1-VIDEO",
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              "snippet": "<video autoplay=\"\" loop=\"\" playsinline=\"\" class=\"shadow-6dp rounded-sm\" poster=\"https://www.geogebra.org/sp-assets/assets/images/benefit-images/Calculator…\">",
              "nodeLabel": "div.flex > div.relative > div > video.shadow-6dp"
            },
            "url": "https://www.geogebra.org/sp-assets/assets/images/benefit-images/CalculatorPoster.5382fc0d.webp",
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            "wastedBytes": 36383,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "This image file is larger than it needs to be (966x543) for its displayed dimensions (573x322). Use responsive images to reduce the image download size.",
                  "wastedBytes": 36383
                }
              ]
            }
          },
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            "node": {
              "type": "node",
              "lhId": "page-2-IMG",
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              "snippet": "<img alt=\"icon showing stylized teacher and 2 students with joined speech bubble (to…\" sizes=\"(min-width: 1280px) 108px, 80px\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/feature-icons/ClassroomCo…\" src=\"https://www.geogebra.org/sp-assets/assets/images/feature-icons/ClassroomCo…\">",
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            "url": "https://www.geogebra.org/sp-assets/assets/images/feature-icons/ClassroomCollab/ClassroomSmall2x.e1c8dc75.webp",
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            "wastedBytes": 17827,
            "subItems": {
              "type": "subitems",
              "items": [
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                  "reason": "Increasing the image compression factor could improve this image's download size.",
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              "snippet": "<video autoplay=\"\" loop=\"\" playsinline=\"\" class=\"shadow-6dp rounded-sm\" poster=\"https://www.geogebra.org/sp-assets/assets/images/benefit-images/ResourcesP…\">",
              "nodeLabel": "div.flex > div.relative > div > video.shadow-6dp"
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            "url": "https://www.geogebra.org/sp-assets/assets/images/benefit-images/ResourcesPoster.9e22f645.webp",
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            "wastedBytes": 15496,
            "subItems": {
              "type": "subitems",
              "items": [
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                  "reason": "This image file is larger than it needs to be (934x525) for its displayed dimensions (573x322). Use responsive images to reduce the image download size.",
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          },
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              "snippet": "<img alt=\"icon showing a minus, plus, times (and hidden divide) in a grid with an eq…\" sizes=\"(min-width: 1280px) 108px, 80px\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/feature-icons/Calculator/…\" src=\"https://www.geogebra.org/sp-assets/assets/images/feature-icons/Calculator/…\">",
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            "url": "https://www.geogebra.org/sp-assets/assets/images/feature-icons/Calculator/CalculatorSmall2x.7919fc88.webp",
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              },
              "snippet": "<img alt=\"Profile Picture\" class=\"object-cover\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/peter_1x.9ce…\" src=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/peter_2x.bf0…\">",
              "nodeLabel": "Profile Picture"
            },
            "url": "https://www.geogebra.org/sp-assets/assets/images/testimonials/peter_2x.bf0b8a66.webp",
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            "wastedBytes": 14766,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "Increasing the image compression factor could improve this image's download size.",
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          {
            "node": {
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              "boundingRect": {
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                "height": 80
              },
              "snippet": "<img alt=\"Circle split into four puzzle pieces, two are blank and the others are the…\" sizes=\"(min-width: 1280px) 108px, 80px\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/feature-icons/MathPractic…\" src=\"https://www.geogebra.org/sp-assets/assets/images/feature-icons/MathPractic…\">",
              "nodeLabel": "Circle split into four puzzle pieces, two are blank and the others are the lett…"
            },
            "url": "https://www.geogebra.org/sp-assets/assets/images/feature-icons/MathPractice/MathPracticeSmall2x.69804c14.webp",
            "totalBytes": 17852,
            "wastedBytes": 13585,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "Increasing the image compression factor could improve this image's download size.",
                  "wastedBytes": 13585
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "page-7-IMG",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,4,DIV,0,DIV,0,FIGURE,0,DIV,0,DIV,0,IMG",
              "selector": "figure.flex > div.h-12 > div.flex > img.object-cover",
              "boundingRect": {
                "top": 2759,
                "bottom": 2806,
                "left": 1512,
                "right": 1560,
                "width": 48,
                "height": 48
              },
              "snippet": "<img alt=\"Profile Picture\" class=\"object-cover\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/maria_1x.cde…\" src=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/maria_2x.532…\">",
              "nodeLabel": "Profile Picture"
            },
            "url": "https://www.geogebra.org/sp-assets/assets/images/testimonials/maria_2x.5328ab12.webp",
            "totalBytes": 14546,
            "wastedBytes": 12994,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "Increasing the image compression factor could improve this image's download size.",
                  "wastedBytes": 12994
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "page-8-IMG",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,1,DIV,0,DIV,0,FIGURE,0,DIV,0,DIV,0,IMG",
              "selector": "figure.flex > div.h-12 > div.flex > img.object-cover",
              "boundingRect": {
                "top": 2759,
                "bottom": 2806,
                "left": 420,
                "right": 468,
                "width": 48,
                "height": 48
              },
              "snippet": "<img alt=\"Profile Picture\" class=\"object-cover\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/irina_1x.e5d…\" src=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/irina_2x.7ed…\">",
              "nodeLabel": "Profile Picture"
            },
            "url": "https://www.geogebra.org/sp-assets/assets/images/testimonials/irina_2x.7ed4ddf3.webp",
            "totalBytes": 12974,
            "wastedBytes": 11422,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "Increasing the image compression factor could improve this image's download size.",
                  "wastedBytes": 11422
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "page-9-IMG",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,0,FIGURE,0,DIV,0,DIV,0,IMG",
              "selector": "figure.flex > div.h-12 > div.flex > img.object-cover",
              "boundingRect": {
                "top": 2759,
                "bottom": 2806,
                "left": 56,
                "right": 104,
                "width": 48,
                "height": 48
              },
              "snippet": "<img alt=\"Profile Picture\" class=\"object-cover\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/nancy_1x.ea7…\" src=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/nancy_2x.aa9…\">",
              "nodeLabel": "Profile Picture"
            },
            "url": "https://www.geogebra.org/sp-assets/assets/images/testimonials/nancy_2x.aa9cddc0.webp",
            "totalBytes": 12192,
            "wastedBytes": 10640,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "Increasing the image compression factor could improve this image's download size.",
                  "wastedBytes": 10640
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "page-10-IMG",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,2,DIV,0,DIV,0,FIGURE,0,DIV,0,DIV,0,IMG",
              "selector": "figure.flex > div.h-12 > div.flex > img.object-cover",
              "boundingRect": {
                "top": 2759,
                "bottom": 2806,
                "left": 784,
                "right": 832,
                "width": 48,
                "height": 48
              },
              "snippet": "<img alt=\"Profile Picture\" class=\"object-cover\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/steven_1x.85…\" src=\"https://www.geogebra.org/sp-assets/assets/images/testimonials/steven_2x.06…\">",
              "nodeLabel": "Profile Picture"
            },
            "url": "https://www.geogebra.org/sp-assets/assets/images/testimonials/steven_2x.065ac6f4.webp",
            "totalBytes": 10620,
            "wastedBytes": 9068,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "Increasing the image compression factor could improve this image's download size.",
                  "wastedBytes": 9068
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "page-11-IMG",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,1,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,IMG",
              "selector": "div.rtl:items-end > div.flex > div.grow > img",
              "boundingRect": {
                "top": 1370,
                "bottom": 1450,
                "left": 24,
                "right": 104,
                "width": 80,
                "height": 80
              },
              "snippet": "<img alt=\"icon showing a tablet with a triangle, plus and circle floating in front\" sizes=\"(min-width: 1280px) 108px, 80px\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/feature-icons/MathResourc…\" src=\"https://www.geogebra.org/sp-assets/assets/images/feature-icons/MathResourc…\">",
              "nodeLabel": "icon showing a tablet with a triangle, plus and circle floating in front"
            },
            "url": "https://www.geogebra.org/sp-assets/assets/images/feature-icons/MathResources/MathResourcesSmall2x.b93232b9.webp",
            "totalBytes": 13000,
            "wastedBytes": 8733,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "Increasing the image compression factor could improve this image's download size.",
                  "wastedBytes": 8733
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "page-12-VIDEO",
              "path": "1,HTML,1,BODY,22,DIV,0,MAIN,5,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,VIDEO",
              "selector": "div.flex > div.relative > div > video.shadow-6dp",
              "boundingRect": {
                "top": 4783,
                "bottom": 4967,
                "left": 24,
                "right": 352,
                "width": 328,
                "height": 184
              },
              "snippet": "<video autoplay=\"\" loop=\"\" playsinline=\"\" class=\"shadow-6dp rounded-sm\" poster=\"https://www.geogebra.org/sp-assets/assets/images/benefit-images/ClassroomP…\">",
              "nodeLabel": "div.flex > div.relative > div > video.shadow-6dp"
            },
            "url": "https://www.geogebra.org/sp-assets/assets/images/benefit-images/ClassroomPoster.c313a4b7.webp",
            "totalBytes": 8676,
            "wastedBytes": 5621,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "This image file is larger than it needs to be (966x543) for its displayed dimensions (573x322). Use responsive images to reduce the image download size.",
                  "wastedBytes": 5621
                }
              ]
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "wastedBytes": 399758
        }
      },
      "guidanceLevel": 3
    },
    "inp-breakdown-insight": {
      "id": "inp-breakdown-insight",
      "title": "INP breakdown",
      "description": "Start investigating [how to improve INP](https://developer.chrome.com/docs/performance/insights/inp-breakdown) by looking at the longest subpart.",
      "score": null,
      "scoreDisplayMode": "notApplicable",
      "guidanceLevel": 3
    },
    "lcp-breakdown-insight": {
      "id": "lcp-breakdown-insight",
      "title": "LCP breakdown",
      "description": "Each [subpart has specific improvement strategies](https://developer.chrome.com/docs/performance/insights/lcp-breakdown). Ideally, most of the LCP time should be spent on loading the resources, not within delays.",
      "score": 1,
      "scoreDisplayMode": "informative",
      "metricSavings": {
        "LCP": 0
      },
      "details": {
        "type": "list",
        "items": [
          {
            "type": "table",
            "headings": [
              {
                "key": "label",
                "valueType": "text",
                "label": "Subpart"
              },
              {
                "key": "duration",
                "valueType": "ms",
                "label": "Duration"
              }
            ],
            "items": [
              {
                "subpart": "timeToFirstByte",
                "label": "Time to first byte",
                "duration": 44.721
              },
              {
                "subpart": "resourceLoadDelay",
                "label": "Resource load delay",
                "duration": 17.876
              },
              {
                "subpart": "resourceLoadDuration",
                "label": "Resource load duration",
                "duration": 185.661
              },
              {
                "subpart": "elementRenderDelay",
                "label": "Element render delay",
                "duration": 38.312
              }
            ]
          },
          {
            "type": "node",
            "lhId": "page-13-IMG",
            "path": "0,MAIN,0,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,IMG",
            "selector": "div.mx-auto > div.flex > div.max-md:my-6 > img",
            "boundingRect": {
              "top": 0,
              "bottom": 0,
              "left": 0,
              "right": 0,
              "width": 0,
              "height": 0
            },
            "snippet": "<img src=\"https://www.geogebra.org/sp-assets/assets/images/hero-images/HeroImageSmal…\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/hero-images/HeroImageSmal…\" sizes=\"(min-width: 1280px) 520px, (min-width: 780px) 45vw, calc(100vw - 48px)\" alt=\"Illustration where students and teacher are interacting with a GeoGebra Ma…\">",
            "nodeLabel": "Illustration where students and teacher are interacting with a GeoGebra Math App"
          }
        ]
      },
      "guidanceLevel": 3
    },
    "lcp-discovery-insight": {
      "id": "lcp-discovery-insight",
      "title": "LCP request discovery",
      "description": "[Optimize LCP](https://developer.chrome.com/docs/performance/insights/lcp-discovery) by making the LCP image discoverable from the HTML immediately, and avoiding lazy-loading",
      "score": 0,
      "scoreDisplayMode": "numeric",
      "metricSavings": {
        "LCP": 0
      },
      "details": {
        "type": "list",
        "items": [
          {
            "type": "checklist",
            "items": {
              "priorityHinted": {
                "label": "fetchpriority=high should be applied",
                "value": false
              },
              "requestDiscoverable": {
                "label": "Request is discoverable in initial document",
                "value": true
              },
              "eagerlyLoaded": {
                "label": "lazy load not applied",
                "value": true
              }
            }
          },
          {
            "type": "node",
            "lhId": "page-13-IMG",
            "path": "0,MAIN,0,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,IMG",
            "selector": "div.mx-auto > div.flex > div.max-md:my-6 > img",
            "boundingRect": {
              "top": 0,
              "bottom": 0,
              "left": 0,
              "right": 0,
              "width": 0,
              "height": 0
            },
            "snippet": "<img src=\"https://www.geogebra.org/sp-assets/assets/images/hero-images/HeroImageSmal…\" srcset=\"https://www.geogebra.org/sp-assets/assets/images/hero-images/HeroImageSmal…\" sizes=\"(min-width: 1280px) 520px, (min-width: 780px) 45vw, calc(100vw - 48px)\" alt=\"Illustration where students and teacher are interacting with a GeoGebra Ma…\">",
            "nodeLabel": "Illustration where students and teacher are interacting with a GeoGebra Math App"
          }
        ]
      },
      "guidanceLevel": 3
    },
    "legacy-javascript-insight": {
      "id": "legacy-javascript-insight",
      "title": "Legacy JavaScript",
      "description": "Polyfills and transforms enable older browsers to use new JavaScript features. However, many aren't necessary for modern browsers. Consider modifying your JavaScript build process to not transpile [Baseline](https://web.dev/articles/baseline-and-polyfills) features, unless you know you must support older browsers. [Learn why most sites can deploy ES6+ code without transpiling](https://developer.chrome.com/docs/performance/insights/legacy-javascript)",
      "score": null,
      "scoreDisplayMode": "error",
      "errorMessage": "wastedBytesByRequestId.values(...).reduce is not a function",
      "errorStack": "TypeError: wastedBytesByRequestId.values(...).reduce is not a function\n    at Module.generateInsight (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/insights/LegacyJavaScript.js:79:54)\n    at #computeInsightSet (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:369:33)\n    at #computeInsightsForNavigation (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:513:32)\n    at #computeInsights (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:445:47)\n    at TraceProcessor.parse (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:126:38)\n    at async TraceEngineResult.runTraceEngine (file:///usr/local/lib/node_modules/lighthouse/core/computed/trace-engine-result.js:43:5)\n    at async TraceEngineResult.compute_ (file:///usr/local/lib/node_modules/lighthouse/core/computed/trace-engine-result.js:256:7)",
      "guidanceLevel": 2
    },
    "modern-http-insight": {
      "id": "modern-http-insight",
      "title": "Modern HTTP",
      "description": "HTTP/2 and HTTP/3 offer many benefits over HTTP/1.1, such as multiplexing. [Learn more about using modern HTTP](https://developer.chrome.com/docs/performance/insights/modern-http).",
      "score": 1,
      "scoreDisplayMode": "metricSavings",
      "metricSavings": {
        "FCP": 0,
        "LCP": 0
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "protocol",
            "valueType": "text",
            "label": "Protocol"
          }
        ],
        "items": []
      },
      "guidanceLevel": 3
    },
    "network-dependency-tree-insight": {
      "id": "network-dependency-tree-insight",
      "title": "Network dependency tree",
      "description": "[Avoid chaining critical requests](https://developer.chrome.com/docs/performance/insights/network-dependency-tree) by reducing the length of chains, reducing the download size of resources, or deferring the download of unnecessary resources to improve page load.",
      "score": 0,
      "scoreDisplayMode": "numeric",
      "metricSavings": {
        "LCP": 0
      },
      "details": {
        "type": "list",
        "items": [
          {
            "type": "list-section",
            "value": {
              "type": "network-tree",
              "chains": {
                "F6081C11821C56EA68EAA5F83A13555C": {
                  "url": "https://www.geogebra.org/",
                  "navStartToEndTime": 72,
                  "transferSize": 32165,
                  "isLongest": true,
                  "children": {
                    "F6081C11821C56EA68EAA5F83A13555C": {
                      "url": "https://www.geogebra.org/",
                      "navStartToEndTime": 72,
                      "transferSize": 32165,
                      "isLongest": true,
                      "children": {
                        "299416.248": {
                          "url": "https://www.geogebra.org/sp-assets/assets/manifest.f32664c7.json",
                          "navStartToEndTime": 618,
                          "transferSize": 0,
                          "isLongest": true,
                          "children": {}
                        },
                        "299416.98": {
                          "url": "https://www.geogebra.org/sp-assets/assets/manifest.f32664c7.json",
                          "navStartToEndTime": 155,
                          "transferSize": 632,
                          "children": {}
                        },
                        "299416.13": {
                          "url": "https://www.geogebra.org/sp-assets/_next/static/css/a66e18538570cc86.css",
                          "navStartToEndTime": 78,
                          "transferSize": 13834,
                          "children": {}
                        }
                      }
                    }
                  }
                }
              },
              "longestChain": {
                "duration": 618
              }
            }
          },
          {
            "type": "list-section",
            "title": "Preconnected origins",
            "description": "[preconnect](https://developer.chrome.com/docs/lighthouse/performance/uses-rel-preconnect/) hints help the browser establish a connection earlier in the page load, saving time when the first request for that origin is made. The following are the origins that the page preconnected to.",
            "value": {
              "type": "text",
              "value": "no origins were preconnected"
            }
          },
          {
            "type": "list-section",
            "title": "Preconnect candidates",
            "description": "Add [preconnect](https://developer.chrome.com/docs/lighthouse/performance/uses-rel-preconnect/) hints to your most important origins, but try to use no more than 4.",
            "value": {
              "type": "text",
              "value": "No additional origins are good candidates for preconnecting"
            }
          }
        ]
      },
      "guidanceLevel": 1
    },
    "render-blocking-insight": {
      "id": "render-blocking-insight",
      "title": "Render blocking requests",
      "description": "Requests are blocking the page's initial render, which may delay LCP. [Deferring or inlining](https://developer.chrome.com/docs/performance/insights/render-blocking) can move these network requests out of the critical path.",
      "score": 0,
      "scoreDisplayMode": "metricSavings",
      "displayValue": "Est savings of 60 ms",
      "metricSavings": {
        "FCP": 50,
        "LCP": 0
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "totalBytes",
            "valueType": "bytes",
            "label": "Transfer Size"
          },
          {
            "key": "wastedMs",
            "valueType": "timespanMs",
            "label": "Duration"
          }
        ],
        "items": [
          {
            "url": "https://www.geogebra.org/sp-assets/_next/static/css/a66e18538570cc86.css",
            "totalBytes": 13834,
            "wastedMs": 150
          }
        ]
      },
      "guidanceLevel": 3
    },
    "third-parties-insight": {
      "id": "third-parties-insight",
      "title": "3rd parties",
      "description": "3rd party code can significantly impact load performance. [Reduce and defer loading of 3rd party code](https://developer.chrome.com/docs/performance/insights/third-parties) to prioritize your page's content.",
      "score": null,
      "scoreDisplayMode": "error",
      "errorMessage": "data.Renderer.processes.values(...).find is not a function",
      "errorStack": "TypeError: data.Renderer.processes.values(...).find is not a function\n    at collectMainThreadActivity (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/extras/ThirdParties.js:17:10)\n    at Module.summarizeByThirdParty (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/extras/ThirdParties.js:30:30)\n    at Module.generateInsight (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/insights/ThirdParties.js:58:49)\n    at #computeInsightSet (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:369:33)\n    at #computeInsightsForNavigation (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:513:32)\n    at #computeInsights (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:445:47)\n    at TraceProcessor.parse (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:126:38)\n    at async TraceEngineResult.runTraceEngine (file:///usr/local/lib/node_modules/lighthouse/core/computed/trace-engine-result.js:43:5)\n    at async TraceEngineResult.compute_ (file:///usr/local/lib/node_modules/lighthouse/core/computed/trace-engine-result.js:256:7)",
      "guidanceLevel": 3
    },
    "viewport-insight": {
      "id": "viewport-insight",
      "title": "Optimize viewport for mobile",
      "description": "Tap interactions may be [delayed by up to 300 ms](https://developer.chrome.com/docs/performance/insights/viewport) if the viewport is not optimized for mobile.",
      "score": 1,
      "scoreDisplayMode": "numeric",
      "metricSavings": {
        "INP": 0
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "label": ""
          }
        ],
        "items": [
          {}
        ]
      },
      "guidanceLevel": 3
    }
  },
  "configSettings": {
    "output": [
      "json"
    ],
    "maxWaitForFcp": 30000,
    "maxWaitForLoad": 45000,
    "pauseAfterFcpMs": 1000,
    "pauseAfterLoadMs": 1000,
    "networkQuietThresholdMs": 1000,
    "cpuQuietThresholdMs": 1000,
    "formFactor": "mobile",
    "throttling": {
      "rttMs": 150,
      "throughputKbps": 1638.4,
      "requestLatencyMs": 562.5,
      "downloadThroughputKbps": 1474.5600000000002,
      "uploadThroughputKbps": 675,
      "cpuSlowdownMultiplier": 4
    },
    "throttlingMethod": "simulate",
    "screenEmulation": {
      "mobile": true,
      "width": 412,
      "height": 823,
      "deviceScaleFactor": 1.75,
      "disabled": false
    },
    "emulatedUserAgent": "Mozilla/5.0 (Linux; Android 11; moto g power (2022)) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/136.0.0.0 Mobile Safari/537.36",
    "auditMode": false,
    "gatherMode": false,
    "clearStorageTypes": [
      "file_systems",
      "shader_cache",
      "service_workers",
      "cache_storage"
    ],
    "disableStorageReset": false,
    "debugNavigation": false,
    "channel": "cli",
    "usePassiveGathering": false,
    "disableFullPageScreenshot": false,
    "skipAboutBlank": false,
    "blankPage": "about:blank",
    "ignoreStatusCode": false,
    "locale": "en-US",
    "blockedUrlPatterns": null,
    "additionalTraceCategories": null,
    "extraHeaders": null,
    "precomputedLanternData": null,
    "onlyAudits": null,
    "onlyCategories": null,
    "skipAudits": null
  },
  "categories": {
    "performance": {
      "title": "Performance",
      "supportedModes": [
        "navigation",
        "timespan",
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      ],
      "id": "performance",
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    "accessibility": {
      "title": "Accessibility",
      "description": "These checks highlight opportunities to [improve the accessibility of your web app](https://developer.chrome.com/docs/lighthouse/accessibility/). Automatic detection can only detect a subset of issues and does not guarantee the accessibility of your web app, so [manual testing](https://web.dev/articles/how-to-review) is also encouraged.",
      "manualDescription": "These items address areas which an automated testing tool cannot cover. Learn more in our guide on [conducting an accessibility review](https://web.dev/articles/how-to-review).",
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      "description": "These checks ensure that your page is following basic search engine optimization advice. There are many additional factors Lighthouse does not score here that may affect your search ranking, including performance on [Core Web Vitals](https://web.dev/explore/vitals). [Learn more about Google Search Essentials](https://support.google.com/webmasters/answer/35769).",
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      "title": "Mobile Friendly",
      "description": "Make sure your pages are mobile friendly so users don’t have to pinch or zoom in order to read the content pages. [Learn how to make pages mobile-friendly](https://developers.google.com/search/mobile-sites/)."
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        "https://www.google-analytics.com"
      ],
      "category": "analytics"
    },
    {
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      "origins": [
        "https://visit-server.inmobi-choice.io"
      ],
      "isUnrecognized": true
    }
  ],
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          "path": "audits[document-latency-insight].details.items.serverResponseIsFast.label"
        }
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/DocumentLatency.js | passingTextCompression": [
        "audits[document-latency-insight].details.items.usesCompression.label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/DOMSize.js | title": [
        "audits[dom-size-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/DOMSize.js | description": [
        "audits[dom-size-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/DOMSize.js | statistic": [
        "audits[dom-size-insight].details.headings[0].label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/DOMSize.js | value": [
        "audits[dom-size-insight].details.headings[2].label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/DOMSize.js | totalElements": [
        "audits[dom-size-insight].details.items[0].statistic"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/DOMSize.js | maxDOMDepth": [
        "audits[dom-size-insight].details.items[1].statistic"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/DOMSize.js | maxChildren": [
        "audits[dom-size-insight].details.items[2].statistic"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/DuplicatedJavaScript.js | title": [
        "audits[duplicated-javascript-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/DuplicatedJavaScript.js | description": [
        "audits[duplicated-javascript-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/FontDisplay.js | title": [
        "audits[font-display-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/FontDisplay.js | description": [
        "audits[font-display-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ForcedReflow.js | title": [
        "audits[forced-reflow-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ForcedReflow.js | description": [
        "audits[forced-reflow-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ForcedReflow.js | totalReflowTime": [
        "audits[forced-reflow-insight].details.items[0].headings[1].label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ImageDelivery.js | title": [
        "audits[image-delivery-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ImageDelivery.js | description": [
        "audits[image-delivery-insight].description"
      ],
      "core/lib/i18n/i18n.js | columnResourceSize": [
        "audits[image-delivery-insight].details.headings[2].label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ImageDelivery.js | useCompression": [
        "audits[image-delivery-insight].details.items[0].subItems.items[0].reason",
        "audits[image-delivery-insight].details.items[2].subItems.items[0].reason",
        "audits[image-delivery-insight].details.items[4].subItems.items[0].reason",
        "audits[image-delivery-insight].details.items[5].subItems.items[0].reason",
        "audits[image-delivery-insight].details.items[6].subItems.items[0].reason",
        "audits[image-delivery-insight].details.items[7].subItems.items[0].reason",
        "audits[image-delivery-insight].details.items[8].subItems.items[0].reason",
        "audits[image-delivery-insight].details.items[9].subItems.items[0].reason",
        "audits[image-delivery-insight].details.items[10].subItems.items[0].reason",
        "audits[image-delivery-insight].details.items[11].subItems.items[0].reason"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ImageDelivery.js | useResponsiveSize": [
        {
          "values": {
            "PH1": "700x597",
            "PH2": "637x543"
          },
          "path": "audits[image-delivery-insight].details.items[0].subItems.items[1].reason"
        },
        {
          "values": {
            "PH1": "966x543",
            "PH2": "573x322"
          },
          "path": "audits[image-delivery-insight].details.items[1].subItems.items[0].reason"
        },
        {
          "values": {
            "PH1": "934x525",
            "PH2": "573x322"
          },
          "path": "audits[image-delivery-insight].details.items[3].subItems.items[0].reason"
        },
        {
          "values": {
            "PH1": "966x543",
            "PH2": "573x322"
          },
          "path": "audits[image-delivery-insight].details.items[12].subItems.items[0].reason"
        }
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/INPBreakdown.js | title": [
        "audits[inp-breakdown-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/INPBreakdown.js | description": [
        "audits[inp-breakdown-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | title": [
        "audits[lcp-breakdown-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | description": [
        "audits[lcp-breakdown-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | subpart": [
        "audits[lcp-breakdown-insight].details.items[0].headings[0].label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | timeToFirstByte": [
        "audits[lcp-breakdown-insight].details.items[0].items[0].label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | resourceLoadDelay": [
        "audits[lcp-breakdown-insight].details.items[0].items[1].label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | resourceLoadDuration": [
        "audits[lcp-breakdown-insight].details.items[0].items[2].label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | elementRenderDelay": [
        "audits[lcp-breakdown-insight].details.items[0].items[3].label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPDiscovery.js | title": [
        "audits[lcp-discovery-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPDiscovery.js | description": [
        "audits[lcp-discovery-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPDiscovery.js | fetchPriorityShouldBeApplied": [
        "audits[lcp-discovery-insight].details.items[0].items.priorityHinted.label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPDiscovery.js | requestDiscoverable": [
        "audits[lcp-discovery-insight].details.items[0].items.requestDiscoverable.label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPDiscovery.js | lazyLoadNotApplied": [
        "audits[lcp-discovery-insight].details.items[0].items.eagerlyLoaded.label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LegacyJavaScript.js | title": [
        "audits[legacy-javascript-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LegacyJavaScript.js | description": [
        "audits[legacy-javascript-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ModernHTTP.js | title": [
        "audits[modern-http-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ModernHTTP.js | description": [
        "audits[modern-http-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ModernHTTP.js | protocol": [
        "audits[modern-http-insight].details.headings[1].label"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | title": [
        "audits[network-dependency-tree-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | description": [
        "audits[network-dependency-tree-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | preconnectOriginsTableTitle": [
        "audits[network-dependency-tree-insight].details.items[1].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | preconnectOriginsTableDescription": [
        "audits[network-dependency-tree-insight].details.items[1].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | noPreconnectOrigins": [
        "audits[network-dependency-tree-insight].details.items[1].value.value"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | estSavingTableTitle": [
        "audits[network-dependency-tree-insight].details.items[2].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | estSavingTableDescription": [
        "audits[network-dependency-tree-insight].details.items[2].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | noPreconnectCandidates": [
        "audits[network-dependency-tree-insight].details.items[2].value.value"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/RenderBlocking.js | title": [
        "audits[render-blocking-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/RenderBlocking.js | description": [
        "audits[render-blocking-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ThirdParties.js | title": [
        "audits[third-parties-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ThirdParties.js | description": [
        "audits[third-parties-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/Viewport.js | title": [
        "audits[viewport-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/Viewport.js | description": [
        "audits[viewport-insight].description"
      ],
      "core/config/default-config.js | performanceCategoryTitle": [
        "categories.performance.title"
      ],
      "core/config/default-config.js | a11yCategoryTitle": [
        "categories.accessibility.title"
      ],
      "core/config/default-config.js | a11yCategoryDescription": [
        "categories.accessibility.description"
      ],
      "core/config/default-config.js | a11yCategoryManualDescription": [
        "categories.accessibility.manualDescription"
      ],
      "core/config/default-config.js | bestPracticesCategoryTitle": [
        "categories[best-practices].title"
      ],
      "core/config/default-config.js | seoCategoryTitle": [
        "categories.seo.title"
      ],
      "core/config/default-config.js | seoCategoryDescription": [
        "categories.seo.description"
      ],
      "core/config/default-config.js | seoCategoryManualDescription": [
        "categories.seo.manualDescription"
      ],
      "core/config/default-config.js | metricGroupTitle": [
        "categoryGroups.metrics.title"
      ],
      "core/config/default-config.js | insightsGroupTitle": [
        "categoryGroups.insights.title"
      ],
      "core/config/default-config.js | insightsGroupDescription": [
        "categoryGroups.insights.description"
      ],
      "core/config/default-config.js | diagnosticsGroupTitle": [
        "categoryGroups.diagnostics.title"
      ],
      "core/config/default-config.js | diagnosticsGroupDescription": [
        "categoryGroups.diagnostics.description"
      ],
      "core/config/default-config.js | a11yBestPracticesGroupTitle": [
        "categoryGroups[a11y-best-practices].title"
      ],
      "core/config/default-config.js | a11yBestPracticesGroupDescription": [
        "categoryGroups[a11y-best-practices].description"
      ],
      "core/config/default-config.js | a11yColorContrastGroupTitle": [
        "categoryGroups[a11y-color-contrast].title"
      ],
      "core/config/default-config.js | a11yColorContrastGroupDescription": [
        "categoryGroups[a11y-color-contrast].description"
      ],
      "core/config/default-config.js | a11yNamesLabelsGroupTitle": [
        "categoryGroups[a11y-names-labels].title"
      ],
      "core/config/default-config.js | a11yNamesLabelsGroupDescription": [
        "categoryGroups[a11y-names-labels].description"
      ],
      "core/config/default-config.js | a11yNavigationGroupTitle": [
        "categoryGroups[a11y-navigation].title"
      ],
      "core/config/default-config.js | a11yNavigationGroupDescription": [
        "categoryGroups[a11y-navigation].description"
      ],
      "core/config/default-config.js | a11yAriaGroupTitle": [
        "categoryGroups[a11y-aria].title"
      ],
      "core/config/default-config.js | a11yAriaGroupDescription": [
        "categoryGroups[a11y-aria].description"
      ],
      "core/config/default-config.js | a11yLanguageGroupTitle": [
        "categoryGroups[a11y-language].title"
      ],
      "core/config/default-config.js | a11yLanguageGroupDescription": [
        "categoryGroups[a11y-language].description"
      ],
      "core/config/default-config.js | a11yAudioVideoGroupTitle": [
        "categoryGroups[a11y-audio-video].title"
      ],
      "core/config/default-config.js | a11yAudioVideoGroupDescription": [
        "categoryGroups[a11y-audio-video].description"
      ],
      "core/config/default-config.js | a11yTablesListsVideoGroupTitle": [
        "categoryGroups[a11y-tables-lists].title"
      ],
      "core/config/default-config.js | a11yTablesListsVideoGroupDescription": [
        "categoryGroups[a11y-tables-lists].description"
      ],
      "core/config/default-config.js | seoMobileGroupTitle": [
        "categoryGroups[seo-mobile].title"
      ],
      "core/config/default-config.js | seoMobileGroupDescription": [
        "categoryGroups[seo-mobile].description"
      ],
      "core/config/default-config.js | seoContentGroupTitle": [
        "categoryGroups[seo-content].title"
      ],
      "core/config/default-config.js | seoContentGroupDescription": [
        "categoryGroups[seo-content].description"
      ],
      "core/config/default-config.js | seoCrawlingGroupTitle": [
        "categoryGroups[seo-crawl].title"
      ],
      "core/config/default-config.js | seoCrawlingGroupDescription": [
        "categoryGroups[seo-crawl].description"
      ],
      "core/config/default-config.js | bestPracticesTrustSafetyGroupTitle": [
        "categoryGroups[best-practices-trust-safety].title"
      ],
      "core/config/default-config.js | bestPracticesUXGroupTitle": [
        "categoryGroups[best-practices-ux].title"
      ],
      "core/config/default-config.js | bestPracticesBrowserCompatGroupTitle": [
        "categoryGroups[best-practices-browser-compat].title"
      ],
      "core/config/default-config.js | bestPracticesGeneralGroupTitle": [
        "categoryGroups[best-practices-general].title"
      ]
    }
  }
}