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" 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4x+J2h+IbnxZeSagLW4ijtbhrVIRyhLrlFAbHynvjcPUVx8TZdg8uq0lhI8vMndXvazsurO3hjMsXmFOr9bnzONrO1t1fsj6Lr4w+3CgAoAKACgAoAzbj/j/AJf+ucf83oAQD97G/dG3AevBH9aAJheEjlQMetADhcsvG0A46EnNACG7YjBVSKAAXbDoooAPtbf3RQA0T4/hHXPU1PKuwCi4IOdoz9TTSSVkLzHfbG/uimMPtjf3RQAfbG/uigA+2N/dFAB9sb+6KAD7Y390UAV3O+dpT1ZQuPpn/GgAHFAHNX/he4uvElrfpemKONxLuAbzUwfmiU527JPl3ZGfk7nY0IAWfgS0sLu+mhvb8LeXU93LCZ8IWlRVYbQACBtBAOcGgC3D4cmt2iZNXvgY4/K5ZTvBdWYsCuCxC7QcfKC2ME0AS6PoJ0nySdT1C9McAgb7VMGEuCSJGAAG/kgsuM55BwuADVoAKACgAoAKACgAoAKACgAoAVRlgD0zQBzFv45S5Zmi0jUHtftraeL0G38oSi4NuSR5u/bvH93JHOO1ADLj4laJaX9vZzySQSTSyxB5gERfKUmRixOABtdc+qN2UmgDc0nVoNatDc2wcRCSSI+Yu07kcowx1GGU8H+eQAC7QAUAFABQAUAFABQAUAFABQAUAFAGYPDOkrKJBp1sGEpn4jGPNL7/ADMdN+/5t3XPOaAJpNE06W8ju2sLY3UbFkm8lQ6sd/IOOD+8k5/229TQBPZ2Vvp8AhtYI7aEEkRxIFXJJJOB6kk0ATUAFABQAUAFABQAUAFABQAUAFABQBjPea3HrHlGzgksJSBGySEGJVzveRscltyBYwv8LEuc4UApte+J7qWVVsbaz23LpG8jecGgDoFZgHX5ipkbAJxtA6mgCPTL/wAW3NvbC6sLPTXNmDKzfvQs+EbbhHJK/M659Y2OCGUUAdDp1w15YwXDwyW5mXzBDMu14weQrDJwwGAeeoP0oAsUAFABQAUAFABQAUAFABQAUAH9nXn/AD9Qf+A7f/F0AH9nXn/P1B/4Dt/8XQAf2def8/UH/gO3/wAXQAf2def8/UH/AIDt/wDF0AH9nXn/AD9Qf+A7f/F0AH9nXn/P1B/4Dt/8XQAf2def8/UH/gO3/wAXQAf2def8/UH/AIDt/wDF0AH9nXn/AD9Qf+A7f/F0AH9nXn/P1B/4Dt/8XQAf2def8/UH/gO3/wAXQAf2def8/UH/AIDt/wDF0AH9nXn/AD9Qf+A7f/F0AH9nXn/P1B/4Dt/8XQAf2def8/UH/gO3/wAXQBcuJWjkt1Xo8m0/Tax/mBQA2e/traQpLcRxsNpIdwMbs46+u1vyNAFSTxNpUJt/M1G3j88kRlpFAYhXY/T5Y5Dz/dPoaAL8rFHiAPDNg/8AfJP9KAMTWPHnh7w/dTW2paxa2dzDF57wyyAOqbXbcV642xuc+in0oA0LjXLC1ubW3lvYUuLp2jhiaRQzsudwAJ5xg5x6UASrqVq5AW5jbgH5XB6qWH5qCfpQBIJRNFHLDKHjfayspBVlOOQfpQBPQAUAFABQAUAFABQBXuUZ5bYqMhZMsfQbWH8yKAMDxH8N/D/izWbDVdUtJrm8sZYZ7ci8mSNJIjIUby1cISPNkGSpJDEHIwKAOXuv2a/h1fXl5d3Ph77Td3qsl1czXlxJNcAp5ZEjtIWf5MJ8xPygL0AAAPSplLSQ47OSf++TQBz3jD4ceHvHlskGuacl6iS+cp3ujBtuw4ZWBwV4xnHQ9QKAMW3+A3gW11WfUIPD8EN1P53mPFLKufOZWmAAfAV9oDKAAVAU/LxQA69+BXgjUvtDXejfaJbi7hv5ZpLqcyPcRQiGOQvv3bggAznkgMctzQB1uk6PZ+G9F0/SNMtltdOsYYrW2t487YokAVFHsFAH4UAaNABQAUAFABQAUAFACHPagAyfSgAyfSgAyfSgAyfSgAyfSgAyfSgAyfSgAyfSgAyfSgAyfSgAyfSgAyfSgAyfSgAGaAOX+I3iybwZoFnfwfZ982saXp5+0q7Lsur+3tmxs53bZjtPQNt3cZoA4yb9pnw2moTWcOi+J7yb7ZfaXZtb6PIyahf2k0kU1pbucBn/AHMj7iREER2aRfLl2AFWT9qvwlM2lx6XpniHXri+0yTVza6bppee3topzb3DSxsysGilBVowC+QQqseKANvxX8f/AA14Qv5orm21a7sbby/tWq2Ni01pAZUVrdQ4OZXmZ440SESPvkQFVDqSAP8ADXx68PeI9W0/SHtNV0jWrm/k0uXTNStfLns7tbU3axShWYfPbq8iOpZGCMN24YoAy7j9p3wj9kS50211jxBEBdT3B0ay+0m1s7e5ltpLx9rcxGSCTYE3SSgFo0cK5UA7rxx41tvA2jJey2N9q1zPMltaaZpkayXV3K3OyNWZVyFDOSzAKiOxICkgA8r8SftP2tjok2vaVpzT6fa6B4l1SfTtRR7W8NxpM0ETxZwyxjc8gbcCfuEA4YUAeq6f40tJPBv/AAkmqQT+HrKO3kubldU2xtaxx7i7yYJCqFUtnPQjOOlAHlK/tF6jf+I9VsF8OXnhyKzPhvZD4itWiuXGparLZudsbOMeWiMnTDsRJt2sAAYNh+0p4w1zxNYaZa+FZbGDV/F134bsLyexM0MEdr9rE0sjCdTKxNqTsVYxGAx3SlcEA+lB065oAWgAoAKAMDxt4Ns/HWkW2nX008MEGo2Gpg25AYyWl3DdRqcg/KXgQHHOCcEHmgDAsfg5pNjJ4ekS9vWOi6/qXiKDLIN9xe/bfORsL9wfb5doGCNqZJwcgHnuh/AjV/CPxwiv9Bu7mz8N/wDCNahaNqUxildLq71U3jqiZGGUSSbGKMoGAwY8EA7/AFX4KaHf+DJvDNpcXmk6ebvT723a0ZDJaSWTWzW/lb0YYU2cPDhs4PrwAY3iH9nPRvFMPiqe91XULfXvEV9p2pS6zYFI5rKex8v7N9lDq6xqpjYkNvLedKCSpAABBf8A7Lfgm71zRdROk6bfx6Xolr4djsNc02HUbcWdu7NEU8wb45V8xxvD7SG+ZHKoVAOx+JOji507StWt9H1HWtV0C/TUNPtdIe2S4Mhje3fb9okjiIMNxMp3MPlYlfmC0AeaeFv2cYfEPgm5j8VT6hp9/qtr4otJrW3nhaS2ttbvftMiu211M8aLGuVLRht+N42mgD0Dxb8FPB/jmzuxrmiWF7qdzpE+iNrRtIhfpaSxyRuiT7d6DbNJwpAy7cckUAU9V+Ctl4i1+91nVtUu5767GjB/syJFGBpl/JfW2AQxy0khEmSQwHyhKAJtM+C+j6Vc6BNFeXzNo3iLUvEsIkdCHuL0XolRvl+4v2+XbjDfKmSecgHoNABQAmcUALQByvxL8U3nhDwut5YJbPe3GoWGmwteE+VG91dw2wkYAgsE87fsBUvt2BlLbgAeK+Dvij4th8beKvCr6lp15r+o+MZdMt9TlE0+m2K2+g2Vw4jtzKGBdxI32YTDYZJm8x/LYuAb/gD45+Ifiv4lfQdKh0LQLnT4ZLq+ubmSTUEu0j1O+sClqimAlWNiZPOLEIJY12Nu3AA3PC3xoudfudOglt7OOS58aar4WZUdsqlrFeyI2M/fZbVCR0w5IGMGgDD8P/Fjxz4lsvC0tsvh5JvFXhI+KLBGtZ2WzMIsvOgkIl/fCU3o2SAR+UE5WagDkIv2w9X8RxXN34a8G6jqD2Fpp14+j2+k3l9LfreWNvdqqXUCGK2KLOVBkV/MMbDEQ+agDtPDnxc8X+ItctwYNEtNLvvFOr+FLaMQzSTI9ot66Xjv5gUg/ZAhgCg8lxKOEABzvgz4veKdJ+Bnwsub7W7bVvFOt+HrfW33aHNO01nHa273DTSfaUjicNMm6d2CkyDbCcEUAYtz8ZPEvibw58R/GKXK23h0fC/TfFFvoA86OeB7i01GUql1HKjI+YhmRUUkKm3YyliAel3/AMYtYg8Ra/PHb2aaBofibT/Ck9g9tIby4nu/sO26WbeFSNPt6/uzExZYiwkG8KoBoaJ8SfEDfEXRNF1a005NP12DU3tFtBJ51qbO4VAzuxxKJo5EfARDGVK5lDBlAOe+M/7Q7fDLVb2bTgms6doT2cOvWcenuTbvdTRRxD7Z5yxxyBJkk8ny5GYMmTGJA1AFnwN8WvFninxQ5uLTSINCHirUvC4tokkN032aO4kW680vs5MHlmHZ3L+Z/wAs6AM/4bePvEvjjx/8NNb1K7t4NI8UeDNS1230iyjljW2V5NHeJJy0jLPLGLiRRKFj4d8Iu45APeaAM3xH4b0rxfot1pGuaba6vpd0oWezvIllikAIYZVuDggEHsQCORQBzVr8J/h/qHhhdNt/C2hz6JcXA1IJHaRtHLcFABdbgPmlKgfvs78fxUAT6j8IvA2o6bpVjdeE9GfT9JiMFjbfY41itoTjdEigACI7VzH907VyDgYAI9B8JeANV8RTeMNG0rQb7WnlO/WrKGKWUS7NjESrkhyhCsQQSoUHIAoA1dJ0/wAMm8W10y30v7VoUH9mLBaLHv0+GRIn+z7V5iRlSBtnAIWM4wFoAzNT+DXgPWpbCS+8G6HctYW0dlbCSwiKx28efLgA248pCSVjPyqeQAeaAN+28MaPZmIwaVZQmK6lvo/Lt0Gy5k3+bMOOJH8yTc/U+Y2T8xyAcPfeB/hI91b6VcaL4SjubW9aGOyENvG6XFxEJGiKDHzSxRKxQj51jUkEKMAGtp3w8+HniDTLHULHw14a1LT5tJXTbS5gsbeWJ9NZGVbeNgpBtykjAIPkIc8YNAGnN8PPDNz4sg8Ty6FYyeIIBiPUXhBmU7Cm4N/e2MyBuoVmGcEigDRbQ9Kiu7e/bT7RbmzWXyLjyV3wiTBk2tjKhtoLY64GaAMDxJ8MPAviXVDrfiDwvomp3yKitdalZxSkBCShJcEZTLbWPK7mwQCcgG7Z+GdI05s2ul2dsftcl/mGBV/0mQMJJuB99g7gt1O45PJoAzNA+GXhLwtrlzrOkeGtK07WLkSLLqFvaIs7K7h3TzANwRnAcqDgtzjPNAHTUAeffHiLxLqHws1rSvB0Jm8RasI9Mt5FlaH7Ok8ixzXHmqD5ZiiaSQNg/MigK5IVgNzhPgFZap8GY9Y8B6t4Yl0fQbfUop/D/wDYqXWp2kUN880jwGdbdMCKeOcszqqxpNAGbkMwB7DLrUOq2V1DDBeh3jukXzbKaMExP5Tcug6tynaRfnTcnzUAeC/BW3u9b+LnhfXk0vWYrWx+H6aJevq/h270k2d0lxbuEV7iOP7R5o8wkKGEX2bIK+cdwA+98Ca/F8VPiJ4ntJfE1rKfF/h37DBZTTRWdxamPTob2QxKAtwnl+ajtJvWMREp5bB2IBX+HmqeKrn41eILkt4hgtJbvU7K50bULLVpYbaNHc206XMz/Y/nESFEtoxhLgKzSMocgDPEWmeP/C1vrNppuo+L7yxvdC0O51C/Hm3V1HKb7y9TktAysI5/se9/JgQYZUMcYc/MAcr4O8J3918Ro9S0fTvFd94dfx/pl9a3+vWV79oNouhzxNI73SCZo0lbyxJLk/dyxyCQCyuh/EvXfhtqWpXuoeOLXXdL+F+m39hZW0txA0/iBVv3beoAaacFIFeBiVcSJ5kbERlQDpPH+r67pXj/AFGW/vvFVhqjeMNCt9H/ALNW9/sibRpLrT45Y5WRTah2lkuwxkKzHAXPlFFYA9a+MMHiK90mws9AieQXFykVyUm2DyiQXDDyJQUKCTJOMHZhZM7CAc/o+l6toHwZ1FNft7271PUYrmZLSKKS/limuEZ9uI4QyfO7g5yFP8WDgAHqul6lFq9jFdwJcRxSZwtzbyW8gwccpIqsOncDPWgC3QAUAcr8SPHtn8M/B1/4kv7ee7tLMxCSK1CmQ75FjGNxA6uM89M1hXrRw9N1JdDy8xxscuw08VKLko20W+rS/U8jf9srQo/sm7wd4pU3cqQW4NnGPNd1V0Vf3nJZXRhjqGUjqK8+WYRjvBnylTixUknPDVFfbby/zVu/Qgt/22PDd5/x7+E/E9wC4QGG0jcFipYAEScnarHA7Amp/tKH8jMJcaUIuzoT/A3/AAB+1RoHxC8Z6X4atdD1rT7zUUeSCS+gjSNlVGfOQ5JBCNggEZFbUMfCrUVNRabPQy3ijD5li44RU5Rcr726K/Q9dHiDTBv3ahbLsDs26VRgJjeTz0XIz6V63s5LofZe1g9E0TDVLIzrGLqIzMWUIHBJKkBhj2JAPpkeopcr7D547XIl8QaXJbSXA1C2NvHEJ3l85dqxnOHJzwp2nnpwfSm4SjuhQqQn8LuV7rxhoOnzXMV1ren20ts0aTxz3UaNC0n+rDgkbS/8IPXtUGhHF458OTpbvFr2mSJcTxW0LJdxsJJZEDxxqQeWdGVlHUggjg0AUtRvPBwuND1S9u9IEt1Os+lXc00f76V4/LV4Wz8zNG+wMvJVwvQ4oA0JPGfh+K8gtH1zTUup3aKGBruMPI6yeUyquckiT5CByG468UAW7LW9P1KxjvLO+t7u0kYok8EodGYNsIDDjIb5ceoIoAvUAFABQB86/tZeLpf+FWeK9H+zrsU2v74Nz/r4X6fWuDHq+Flc+c4ipxqZVW5vL/0qJ8Zp4qvLaS3vLNIbO6ilsZopkDMY5LeMRIwDEqc5DNkHJAxgZB+dnrK3p+TPx1U41KkErpqUUnfblUUnrp1uzIj1y4tI4IoSYlgZ2QocEb1TcOnoAPz9ad5bXMKFRuLUZNfNefkehfs463NZ/Gnw5qMm64eFbhAjNgYMEi+nH3s104KLdeMr7f5M+m4coOeaUpyk3v8A+ks+s0vdEW1RB4diMcUduFRrqUri1ctAMZ52sM85znnNfYvFVbtX7/mz9V+pUL35e3V9kWxqOjxzwXUfh62ikjvX1FfLmddtw6mFpMA4yVznjBznGeahYqr33N3gKL1t+LIbvUdFvfCsXha58OwT6FEsAFm1zJtIhdZIgTncQGjTIJO7GDkEgqrUnUd5u7KoYalQX7pWL2ka9p+kJax2mixr5UMESSS3Dyy7I42jQNI2XfCqeWJJLEnkknE6Bs/ja2u4Ak2kI0KqsYiW5dV5Vo847HY7qSOTkZPyrgAQ67ptxotxYyaJG1rP9pMsf2mUbzcM7TnOcjcZnPB4zxjAwAZmlTaNo81s+l6FFpsloLeHfBKSZY4VdI1bcDn5ZpAW++cj5uAaANs+L7aOz022GiWqxae6zWuxmUwsqkAqRyDtZlPPKswOQxBANX/hbVz/ANA+L/v4f8KAA/Fq5x/yD4v+/h/woA7nw7qra3o1tevGImlDZRTkDDEf0oA//9k=" 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" 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" 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" } ] } }, "final-screenshot": { "id": "final-screenshot", "title": "Final Screenshot", "description": "The last screenshot captured of the pageload.", "score": null, "scoreDisplayMode": "informative", "details": { "type": "screenshot", "timing": 3319, "timestamp": 2959931598, "data": 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" } }, "estimated-input-latency": { "id": "estimated-input-latency", "title": "Estimated Input Latency", "description": "Estimated Input Latency is an estimate of how long your app takes to respond to user input, in milliseconds, during the busiest 5s window of page load. If your latency is higher than 50 ms, users may perceive your app as laggy. [Learn more](https://web.dev/estimated-input-latency/).", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 12.8, "numericUnit": "millisecond", "displayValue": "10 ms" }, "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](https://web.dev/lighthouse-total-blocking-time/).", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 0, "numericUnit": "millisecond", "displayValue": "0 ms" }, "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](https://web.dev/lighthouse-max-potential-fid/).", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 50, "numericUnit": "millisecond", "displayValue": "50 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](https://web.dev/cls/).", "score": 1, "scoreDisplayMode": "numeric", "numericValue": 0.0018557785881890192, "numericUnit": "unitless", "displayValue": "0.002", "details": { "type": "debugdata", "items": [ { "finalLayoutShiftTraceEventFound": true } ] } }, "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](https://web.dev/time-to-first-byte/).", "score": 1, "scoreDisplayMode": "binary", "numericValue": 416.18000000000006, "numericUnit": "millisecond", "displayValue": "Root document took 420 ms", "details": { "type": "opportunity", "headings": [ { "key": "url", "valueType": "url", "label": "URL" }, { "key": "responseTime", "valueType": "timespanMs", "label": "Time Spent" } ], "items": [ { "url": "https://codeberg.org/ddevault/git/pulls/1", "responseTime": 416.18000000000006 } ], "overallSavingsMs": 316.18000000000006 } }, "first-cpu-idle": { "id": "first-cpu-idle", "title": "First CPU Idle", "description": "First CPU Idle marks the first time at which the page's main thread is quiet enough to handle input. [Learn more](https://web.dev/first-cpu-idle/).", "score": 0.94, "scoreDisplayMode": "numeric", "numericValue": 3175.77, "numericUnit": "millisecond", "displayValue": "3.2 s" }, "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](https://web.dev/interactive/).", "score": 0.95, "scoreDisplayMode": "numeric", "numericValue": 3175.77, "numericUnit": "millisecond", "displayValue": "3.2 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](https://web.dev/user-timings/).", "score": null, "scoreDisplayMode": "notApplicable", "details": { "type": "table", "headings": [], "items": [] } }, "critical-request-chains": { "id": "critical-request-chains", "title": "Avoid chaining critical requests", "description": "The Critical Request Chains below show you what resources are loaded with a high priority. Consider reducing the length of chains, reducing the download size of resources, or deferring the download of unnecessary resources to improve page load. 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"nodeLabel": "pull.804.git.git.1591661021.gitgitgadget@gmail.com"
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"explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.69 (foreground color: #858585, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1",
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"height": 20
},
"explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.69 (foreground color: #858585, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1",
"nodeLabel": "Milestone"
}
},
{
"node": {
"type": "node",
"selector": ".select-assignees-modify > .muted.text.ac > strong",
"path": "1,HTML,1,BODY,0,DIV,2,DIV,1,DIV,4,DIV,0,DIV,1,DIV,0,DIV,11,DIV,0,A,0,STRONG",
"snippet": "Assignees",
"boundingRect": {
"top": 8976,
"bottom": 8996,
"left": 43,
"right": 114,
"width": 71,
"height": 20
},
"explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.69 (foreground color: #858585, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1",
"nodeLabel": "Assignees"
}
},
{
"node": {
"type": "node",
"selector": "a[href$=\"licenses\\.txt\"]",
"path": "1,HTML,1,BODY,1,FOOTER,0,DIV,1,DIV,1,A",
"snippet": "Licenses",
"boundingRect": {
"top": 9503,
"bottom": 9520,
"left": 124,
"right": 191,
"width": 67,
"height": 17
},
"explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.93 (foreground color: #2185d0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1",
"nodeLabel": "Licenses"
}
},
{
"node": {
"type": "node",
"selector": "a[href$=\"swagger\"]",
"path": "1,HTML,1,BODY,1,FOOTER,0,DIV,1,DIV,2,A",
"snippet": "API",
"boundingRect": {
"top": 9503,
"bottom": 9520,
"left": 200,
"right": 231,
"width": 31,
"height": 17
},
"explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.93 (foreground color: #2185d0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1",
"nodeLabel": "API"
}
},
{
"node": {
"type": "node",
"selector": "a[rel=\"noopener\"][target=\"_blank\"]:nth-child(4)",
"path": "1,HTML,1,BODY,1,FOOTER,0,DIV,1,DIV,3,A",
"snippet": "Privacy Policy",
"boundingRect": {
"top": 9503,
"bottom": 9520,
"left": 240,
"right": 341,
"width": 101,
"height": 17
},
"explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.93 (foreground color: #2185d0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1",
"nodeLabel": "Privacy Policy"
}
},
{
"node": {
"type": "node",
"selector": "a[href$=\"bylaws\\.md\"]",
"path": "1,HTML,1,BODY,1,FOOTER,0,DIV,1,DIV,4,A",
"snippet": "Bylaws/Satzung",
"boundingRect": {
"top": 9543,
"bottom": 9560,
"left": 32,
"right": 147,
"width": 115,
"height": 17
},
"explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.93 (foreground color: #2185d0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1",
"nodeLabel": "Bylaws/Satzung"
}
},
{
"node": {
"type": "node",
"selector": "a[href$=\"Imprint\\.md\"]",
"path": "1,HTML,1,BODY,1,FOOTER,0,DIV,1,DIV,5,A",
"snippet": "Imprint/Impressum",
"boundingRect": {
"top": 9543,
"bottom": 9560,
"left": 156,
"right": 289,
"width": 133,
"height": 17
},
"explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.93 (foreground color: #2185d0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1",
"nodeLabel": "Imprint/Impressum"
}
},
{
"node": {
"type": "node",
"selector": "a[rel=\"noopener\"][target=\"_blank\"]:nth-child(7)",
"path": "1,HTML,1,BODY,1,FOOTER,0,DIV,1,DIV,6,A",
"snippet": "Terms of Use",
"boundingRect": {
"top": 9543,
"bottom": 9600,
"left": 111,
"right": 347,
"width": 236,
"height": 57
},
"explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.93 (foreground color: #2185d0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1",
"nodeLabel": "Terms of Use"
}
},
{
"node": {
"type": "node",
"selector": "a[rel=\"noopener\"][target=\"_blank\"]:nth-child(8)",
"path": "1,HTML,1,BODY,1,FOOTER,0,DIV,1,DIV,7,A",
"snippet": "Report Abuse",
"boundingRect": {
"top": 9583,
"bottom": 9600,
"left": 163,
"right": 263,
"width": 99,
"height": 17
},
"explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.93 (foreground color: #2185d0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1",
"nodeLabel": "Report Abuse"
}
}
],
"debugData": {
"type": "debugdata",
"impact": "serious",
"tags": [
"cat.color",
"wcag2aa",
"wcag143"
]
}
}
},
"definition-list": {
"id": "definition-list",
"title": "`