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lighthouse.json
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{
"userAgent": "Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/90.0.4430.93 Safari/537.36",
"environment": {
"networkUserAgent": "Mozilla/5.0 (Linux; Android 7.0; Moto G (4)) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/90.0.4420.0 Mobile Safari/537.36 Chrome-Lighthouse",
"hostUserAgent": "Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/90.0.4430.93 Safari/537.36",
"benchmarkIndex": 1456,
"credits": {}
},
"lighthouseVersion": "7.2.0",
"fetchTime": "2021-05-12T01:36:51.772Z",
"requestedUrl": "https://pixboost.github.io/hero-banner-demo/",
"finalUrl": "https://pixboost.github.io/hero-banner-demo/",
"runWarnings": [],
"audits": {
"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](https://web.dev/first-contentful-paint/).",
"score": 1,
"scoreDisplayMode": "numeric",
"numericValue": 1100.1190000000001,
"numericUnit": "millisecond",
"displayValue": "1.1 s"
},
"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](https://web.dev/lighthouse-largest-contentful-paint/)",
"score": 0,
"scoreDisplayMode": "numeric",
"numericValue": 35750.119,
"numericUnit": "millisecond",
"displayValue": "35.8 s"
},
"first-meaningful-paint": {
"id": "first-meaningful-paint",
"title": "First Meaningful Paint",
"description": "First Meaningful Paint measures when the primary content of a page is visible. [Learn more](https://web.dev/first-meaningful-paint/).",
"score": 1,
"scoreDisplayMode": "numeric",
"numericValue": 1100.1190000000001,
"numericUnit": "millisecond",
"displayValue": "1.1 s"
},
"speed-index": {
"id": "speed-index",
"title": "Speed Index",
"description": "Speed Index shows how quickly the contents of a page are visibly populated. [Learn more](https://web.dev/speed-index/).",
"score": 0.99,
"scoreDisplayMode": "numeric",
"numericValue": 2068.5599720232244,
"numericUnit": "millisecond",
"displayValue": "2.1 s"
},
"screenshot-thumbnails": {
"id": "screenshot-thumbnails",
"title": "Screenshot Thumbnails",
"description": "This is what the load of your site looked like.",
"score": null,
"scoreDisplayMode": "informative",
"details": {
"type": "filmstrip",
"scale": 3000,
"items": [
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"timestamp": 518556220450,
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},
{
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"timestamp": 518556520450,
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"
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{
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"timestamp": 518556820450,
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"
},
{
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"timestamp": 518557120450,
"data": 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"
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{
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"timestamp": 518557420450,
"data": 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"
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{
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"timestamp": 518557720450,
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"
},
{
"timing": 2100,
"timestamp": 518558020450,
"data": 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"
},
{
"timing": 2400,
"timestamp": 518558320450,
"data": 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"
},
{
"timing": 2700,
"timestamp": 518558620450,
"data": 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oMUmmIlisrTw74c8SWrarZXk11DGIBbS7shZO/uc5wM4wc44yrCHXGiWl1q+lXkusW1mkFrZtcx3LFXQLCh/dj+PIx05znigDi9e1Iarq9/ehDGtxPJMEJztDMSB+tUBz1/LtjbmmgPWP2f5PM0LVD/09/8Asi1mxo89uo/MgdAcbhitBHgNx+zRbXPxKi8SFyyR3AuTCWJDuG3D9aLR3Kc5Wsj6FtlKQpnIbHNInqOlfZG3pjNAeR8NeMPjZ8UdY+KetaNolvdymO9kt7O2t4d3yByqngc5ABJPrWUua9kd0XCMdS34a/ZP+Id/4rt9b1y6hitrmcXN3F5o8zrkjAHehUle8iPrPLdI+v7fwxY2Ns0cMCJvHOBW2px2RkaJ8M9G0XWJ9StrKOK7lJJlUc802x69Tnv2ivFWt+Cvh3PqHh9C98kyA4XJCZ5wKiV7aGkLc2p43+zl8X/HHjv4hW9nqMEzaSEkNxJIPlGFO3HHrisaam37x0VvZ291WPrWVnLIm0shyS2elbnGiW+vJLuVZJZGldUSMOQAdqqFUcegUUAZ85wpoAwdW3NBIqttYg4bHQ00B65+zerp4Y1ISv5kgu8M+MZOxe1ZsaOTgtJbhT5UTy467FJxwT/IE/gasQ1rdoJQjxskhUOFYYO0gEHB7EEH8RTAe0bRSvG6lXVirKRyCM5H6H8qQDJY87UY7N5AyfoT/SlcdrnEfE34y+BfgHp6S6/eLYz3avNDbQwM09ztJUkKBz8wZdxwMgjIxSbGoX1Z8reJv+CiuuanesPCvha3tNMLhI7rUt0jseeSqugXoe5rCdZRWn9f1dHXDD82j/r+rMxIv2yfjPfS3MmnaXpeoWttC9xL5GnzN5aopdiwEpIARWYseAFbsM1lHEp30/r+rm0sLbS4/wAL/wDBR3xFY6oYfFvhWxkgAUk6eXhkCsMhuWcHKkEdM5611KeidjjdK111X9fmfUXwx+PvgL48Wvk6Lqi/bxEZJtLvIzFOgHB4PDAeqk9RnHSrTM5Rsz0PSvD1no6sLa3WEA5IUYq+a5mlY1ZInt5AjoyNtV8MMcEAg/iCD+NIohaF2MmEY7F3NgdBkDJ/Ej86QilcfdNAGHqA+VqaA9g/Z5GPD+qe93/7ItZsaOc0XXZ9G8xod24lWXDYCsDjJHfKs649HP0qxFm/8Qi80tLFYPLiilMiAlG4Bbbk7N2QrBc5xhQMUWAtyeMWeOYrbvHPLktKswO5hI0kZIK87CQBjH3R+CYHhn7U/wC1Tb/Bb4cXtlbKJNSuDGtjbCaP74VANwCbsqgUkgrnKjHzE1Jqonxtbftz63rfiK313UdCuLq50+7e8trq41SGeW1mY6s5aBZ7Z40P/EygUAxt8thGDnKmPCdRJ6f1qn+h0xouceX+tmv1OJi+Nl3eeGdU0S/aZ9Pv5ZHSNbvyYLUPJbySJHbxoqKvmWwJEYRQSAAMAVxOVla39e7/APIr8T0FC7u3/XvL/wBuf4HpyftSacnhrSdBk8Ni4gsNGuNDa6ub6NcW0tr5K5K2yuUV2nkUOznMpXcBzXNOfOrRVndP7rv9fyNoUYwabehkfEH432/iz4Yah4P0/QzuuLGJZN11uhSWG30uKO4VfLKlxHpsiqxwVW8cBsBt+sa84pQmtF/kl+n3hOhCUnOD1/4Ll+v3HGal+1xqfhubUf7A02+0SS+jEcv2bWSogAt76JIIFSJPLtYnu45IYOfL8jG4lgyepCSkeLKDglf+v6sfef7NX7Y2n/tHQ3c13BcaZ4isU8iS3N7CbieLPyS744Il5yVICcHHTcANFoYyi0fQFz41F1w9gIijrIvlOAFdYwm5coSpABxg4HHGQc2jMztQ8VNc6LJpu2UxFmKs7oxXc+45OwMffLcnnjgUAcpcH5aAMPVpBDAz7XfHGEGT+VNAey/s/Lt8P6n73ef/ABxazY0cNH0NWIfQBHdSiKDOcAsqk+gJAJ/AEmgaVz8r/wBsnxlL4h+M32W9jd49PtI45djf8t3HmynPsXKjOeEUdBWMmzpgldXPIbC5Sz3ziURWbOB8xIZsAkAgZz3APXnqO/JJdDui7FqE20s297/7LC4LDcDE64GMZAx+H9c1i7x2RquV9Tet7tDDCFkaeNk8p3EnnxMxJwWRhxkkHnIyQa53e/mdUbW8jRh1CUacsDKq2+5VUsBwA2TGseMAElsgE+x9YcVLc0jJxVkc74g0xr1RNHB5fzbfKnb5xjg4zz2zz612U58pyVKfMb37Mnia5+G/x18M3XmmO3uLj7JLt/uSApkj2JBx6rXoKdzy5QaufsBaN/aGh2t6F8uWSJXcehIyfyzWqOS1ilM2wgNk5OPxpiKs5GPagDMul3Z7GmgPYvgKu3QNS/6+v/ZBWbGj4a+H37Zp1CKFdX8P39zbtIVXUo0SEunZjEW/XP4Vp7orHXa/+2D4d0eYeVomp3VqCvmXTPDEiAkDPL5OM9hUXSKszrPBXx10b4izz2Nlbz20ojDuZsbdjOqZB/4GDVWvqI/Oz9qvRJYPjJNqU6yJb6xZ2uoxMF6h4gHHsQ6OMH+6a5JO2iO6CT1Z5pYanp0MkiyrLBaYxGFx83I5PB9OcdefpXNKMuh1wnBPUgmNpcM7wNM4LZ4wExjj5eDn16dq023FdP4djT0vULt41jdSkMRLRt5QXaWHUMAcA457np3rmlCO6N4Sl8LNGCKCYGaC7lljnDidYnYSRkDpyNp47cdPbFZubW25uord7Fy/+yJZ3F493PGWIUiTbuQ4H7sqG3Zwpx25/CiLbdhStFFb4WaHP4g+Jfhm0RfK3ahG7cBdqhgzsQCeigkn0Fd8Nzzamsbn7F+FLhpfBFjczqYDNao2x+CrMg4P4nFdnU8xu5Xl+7+NUT0KN1On2hISGLld4O3jjHeqFEqXaFkbAyeo+tJFHsXwI/5F+/z1+084/wB0Vmxo/KY6iTHhbRFCjA5/+tWtmI5D4i6s48KX8UsSJHJGVLg9D2xx61DNEbHwE+NcGi6NrOn3lwC0OiSW9vMGxIJWkiUHd/FtGSPpWU21axUUru52/wAS9Dsv2jfANj4j8O2twNXYvJHaRMWJlZt09hkdGDGSeLI+fzZUAyBnOrHS6RtRklKzPkvUNOaa9aGJWBiLIY/KGExnOcHOevqen0rmUtDsauyGOzkU7ZF/1fzADkk9eoPvTvdDSsVTqN4LhHW4k3MOGEm3H5deKq0ewlJ9zotOu7ucG1adZ03hg0ZUbm7A+pOQeT1z7iueaj1R1RcnombV2mm3ttdM98lxJCFCR3r+W+CUCsEUsc5J3Kpx8xyeKzXMndItqO0me7/spfBiXUdYi8TapZXNqvlGOG3YHYISuHm+YDCyjdEoHZpWyQnzehSi27nlYif2Ufd1laaqPIN3q5ltFcyizjgVEHJKjOSTt4+pGa7Dz2abMDTAoXk6QGMtn52CDCE9en0FFhLQgnUvGyg7SRwaBnsPwLXboF+Ov+k9f+Ais5DR+EmofF+9kt2a21KaG5Un5DFE8bjt2yp/OtLsdjKk+It9r8X2TWJnntJBlkgRFcHtzikyrGl4G0qy1W41KOzkkglW2Plm5YcnIIHH0NZtXKifZv7EOgeE/FHgnxV4bvWb/hI7+5WRY55HWKWBFRkVArDDK6u2Rhl+VgeOK6GezE+On7MNxdXWpSyQyx388pmW9tAXku1Jy7zxbh5uz/nrEplOcvEWYE80oJ7HZTquKsz5i134I+JtOSZ7DT08RWUJw7aMTMcHs0e0SRY/6aIpz2rCzWjOtTjLVHCX+i6mboRT2cttcxjYLb7Ntb2BIHzE+uO3NNabEPXc73wZ8I9d1WOK9n8PfYbMf8xHU3a0t0BwQRI5UHHYZzWU+fozppqmtZbnuvwz/ZZhvHOp6xHb6gCdkE0sMsVnsOctGuUkmwOxRI85O9xwd6dOb1bOKtiErqCPrPw9pVtYym3tFfbJJ5sskj7nlfAUux9cAAAcKAAoAAFdySWx5zlfVnbseQAPlA60ySCSaQSBEjypBO8nv2FUgWpD+8MKedt8zaN2zpnvii4yJzgHvgdKkk9h+BxzoWodf+Pn/wBlWpnuaI/nyj0BtwKWpB/66CncqxoW2h3xUJFaIB/11X/Gi4WPpj9kP4cS2viDUtU17SraawktRFCLjy5VL7wSQMnBwvX3q1qZydj0n4x+FT4V8Waf4n8PImnwmNYnW2HlorqeMhcY4wQfUfSkn0HueneG/wBpTXYdIis9Ws7TxDbtFslW6G2SRccqzchhjjlST3JolTe6BSOf+InxV07xFY2sUPha0t1icM8Gout9bsuMbVjdPk7coV+nplysq6Wtjh7LxHo9xKI/+EU8Pwox5WNLhV/75E4X9K29miPaM9Q8GXlhpMYbSdK0zSS4G97C0WN2+rnLH/vqqUEiHK+52dtetMMsSzE8k96bV1YS7HX6Ag3Bs8DnJ9aixR0SvketICu7COYhUbMnJbsMYAFNDWxFL88qvuYYBG0NwfrUhcq3t2LVNz7hGWCfKpYkk47dunP1piPY/gNG0Wj6xnO1rsMM9B+7QHH5VEtXc0R+EyWxPQfpQa3NDTbMtcIvOcigk+lvhtq50PR4YlYg4yecd60Wxm1c7TVPE8GrWD2l0BJC4+ZSfyP1FS9NRpXOGlnTTpNqy+ZEOASefxpuTkHLbYyNT1f7QcA/L65pCZiNqRhkVlbke9XcjlPVvAPitZoEV35UAcmqUri5T1rQb43hRjlF55P1ouFrHpGmTIYFUblHB+U4JpJDNmO44yKTQXHu5cg7iAOo9am47lSO9t5/P8mZJjAxSVY2DFGAB2nHQ4IOPcUBYztO1pdZsTOlvc26n5THdQtEwOB2PXrjI9DTsOx7r8CG3aBqPX/j67/7orJjR+Xv/CgdPUcoOP8AaNdvsYmHtZEcXwUtLScMqDj3NDoopVGzfh8LJp0YUZGKSppDcive2ZMTso5WsZKxpFnM6orFMqagu5zdxM5yAdp9RQIg0nTppb9PtM/mw5yVwBn8RSuxWPU/DLWNgFMECI3HzHk/rT2A9O8NaqZ5VUNVIhnqul3R2KM1ZFzoLWbcvWgaLKyEsR0GOtQ0MZbwxWwlZIo4TNJvYqMFmOBk++AKkobcRLIoRl3A8n0yOlUB7L8CARoOo5z/AMfPf/cWsmUj40ubH5jxXpcyOYpT2u1TlcVDkmWtWYd/bbgTipbsU4mBc2WyNxg++a55M0SscTqKCK4dCRyTgUkyZHP6hYZYsoPHenZvYFexmm5GnAySsERerHtUWfYq67nQaXq5yBuHbvUpp7Dfu3uey/DuN5IlkbOWraO1zGTR67oiTLCBKwdxnOwEADPHc9sVoot7Ii6OktCygEAkY6+lS9NxrXYvIDuDFjtx93Axn1p9LleQ9ZQHJ3LtHB9j/kis2OzFmAcDkjBByD6c0XQWZ69+z5Ziw8KXkCySSqlwqh5XLMcIo5PesmaLY9UPw38Jnr4X0Y/9w+H/AOJpXfcVl2Gt8NfCLDDeFdFI9Dp8P/xNF33GkuxGfhb4Lb73hDQm+umwn/2Wm79yrHmvg34E6lpKzf8ACQWXg7xAJdJtVVJtDt08nURHJ9oYNHCm6Fn8ojIDYyMLjLTr1EQWnwY1O28IwSX/AID+HGqeJYFAlig0xEtrkBoydrNGCrlRKAcBQzLkbRwN2D1NT/hQ1iI74t4Q8ByzNGrWwOhwrGkgiQFWGwnYZPMb7xYAjk5wO2EsNyx507q5w1FifaJwklEbN8CtOm05FT4c/DeO9DYZ5tEjKMoyMhQuVJ+U43NjJGTjNNRwUXdc3lsS5Y6UWny/j/maV78BPC8cSDT/AAJ4KRjM5d5dFgDLEQduwrHgMDt6gjANYR9jZKd7fLzNZe3U3KKW/n2LQ+FtrZTWwsvCHgyKASyeft0tUfy/lKBABjIO8HJwcLjGTiJ8t/3W3ma0+flftNWS3vw3kXUxLZaN4Z+xZfNtcaenHyxbOQmeHWU9ekg4OBjen9WX8S/yt59/kYv6yvga+d+3kRax4E1V9Wc6TofhCDTlgYILyyLO0p6FgoHyj2YfxcdCKprBxglJyv5WMb46W6j/AOTHS2PgvTTJL9r0HRli48sRWqE/ebOcrjptP4kdgTyScNOS/wA/+AdlNVLP2lvlf9S4fBPh1hg6FphB6g2cfP8A47U3NhkngPwzMYy/h7SpDE26PdZRHYcYyPl4OKLsBs+kWOkN5djZwWUbDcyW8SxqT6kADmgDN+L/AMT7D4OfD3VPF+p2tze2On+V5kFoF81vMlSMY3EDq4PJ6A00ruwm7HzkP+ClvgWRMr4X8RZ91g/+OU+XWzJ5kXrz/gop4KsLSK4k8O666SLuARYcj6/vK6Hh3a9zP2qL2k/t++ENXD+V4f1pSnUOIR/J6pYZvqJ1EZeof8FIPA+miYyeHdefypBGwjEB69+ZKynS5S4zTNzSP28PCetadZ3sXh/WY4rxmSFZRECzBsEcOfrWscM5RUrkSq8rselfC34+aX8VPEN9pFlpt7ZzWsTTebcbNjqrIpxhierjt2NRWoOirtlxqxm7I7Tx74vtPh94G8ReKb+Kaew0TTrjU7iK2AMrxwxtIwQEgFiFOMkDPcVyt8qubJczsj4yi/4K5fDSUAr4Q8VgH1itf/j1eXLHxXRntRyucvtG14Z/4Kg+DfGet2uj6H4A8Z6rqd0xWG1tLa2kkcgZPAm6AAknoApJwBShjo1JKEI3b6FTyuVODqVJpRW7Z7LH+0qsVo0uo+ENT0e4Vtv2K7urR5/biKVxz2Gc+1djqOC99JeTPK5aT+GdzzHxd/wUc8J+CLp4NW8FeKISp2l0W1Zc/hNkfjivPnmUKcuVxPRpZd7Ze7URz3/D1j4dHH/FJ+Kfxitv/j1Q80pr7Jt/ZFT+Y7X4Of8ABQTwX8aPiTo3g3S/D2v2N/qhlWGe8jgESlInkO7bIT0Q9AecVvQx8K1RU1Hc5q+XzoU3Ucr2PpDV+ZU/3f8AGvWPJPFv27pBF+y14xJOBush/wCTsFXHciR8B/DT4ZeF9Xilh1rW5brVFiSU6fpReJ7YZ+ZZXlhKlhlchCcHIya6EraMhK59HeH/ANkj4feKNHg+033iGJdv8N1Bk8/9cK3c9DLkszzeP4PeGNM8deINBn1q9jaO4nXS7Eri5ljhlMZlkk2bMHy5hgAH5AcAEZrntAah71jtvB/7Ifgjxxaobu91yIcZ8q5hB657xHvWE3dGrjys474pfDGy+G2tal4R0i/un0+x8uW2uLt1aS3d1RySUVRyXYDjpiu+h71E5Knxns/7FF6t14vnTy/Jkh0iaF0zn5lmgBIP41jjdYL1Loq0j339pz/k2z4sf9inq3/pHLXjT1iz0afxo/AOB8IMmvk5H3kdIn2R+xT410rQPh/4rt9OFrH4ie9El9JjFwbIRKIsEkAKJfMz2yRu4xXROq6OHajdX3/Q8TGw+sYq9722/U6nx1qfivQrC28Q3uq6Q2nW7vcSWPmSeYwZ4ztXKkKVVSRw+CSfnVn2+a4OpG7t8mawUPgPMdZk1aw8P/Ztas/7N8zz50sTscxt5n3mUDMbE+YCg+UEHheRXnVI1IvVnpxUZadPQ8bnt1t7meBVkjKyMpSTIZQDwGHrjFbzjJM6qUuaC13PeP2EIyn7V/gLjjzbvn/tznruy7/eofP8mefma/2afy/NH69ar/rI/wDdH9a+1PiDzD9r/wAOQ+K/2ffE2l3F6NPhma0LXDAEJtuom7+u3H4007MaipOzPhZtP0X4e2/243OiNqLqlvNewM0c8qZUZZRKYyTtUl9gZiCWJJJO6k1uaezS2Po/4efEvw22h2o/4SLTFkZSNhvIwc9xjdWykmr3OeUZX0R5V4h1HTNA8Va74jvL/Rb24FxeSwXk98ftEEUryOEjRZAhXdIxwyMw3nnpjnVXXlZ0ujGK5r6nr/wC8feH7zT4m/tqw3PtG03KA5P41tK1tGc/xM5b43eAdQ8V/EHxHeW1zaDT76K2SGZWZjlI0yRhcHkHo1THFzpR5FG5qsLCa5nKx1v7I/gafwj441B5bhbgS2VwcqMYLzQnGM5/hPNTUxEq8bONiXQjSd1K57N+07/ybX8Wf+xS1b/0jlrll8LKh8SP56Ly6uBCkcAMlzM6wxIO7scCvBo01OaR9PiK8qVJ266H0LN8H7vw14T086Fd3em+KNO3Mb+2ZkluN6hXUuuGxgEYzjBbjmuGWOjKq6U4e6zn9jLl5lLUpaf44+LOr3sNv9l0q/vkXynundraaVc/dcxlcrwPlxjgZFd9PLcPUfNBtHPPHVKKs0jtR4I13w9og8TfE7xLb6dG8plTT9OZrnU9RYMG2h2YBAGCEuoJxnJGTjpeV0KP72pO7Of+0K1f3KcfuLFp8Qb+9sdbh8eWeh3lt4g024n0+8hMc2p6bMpMltD5pQNIGOA45KrI5O0jB5cS6ao1Hy6NJ387ndgY+0qQkp+9F25fJp3Om/YYx/w1Z4Exj/W3XQ/9Oc9ePlv+9Q+f5M9vNP8AdZ/L80frjqv+sj/3R/WvuD4Q85/au1LTtJ+BPiO61WRorBDa+Y6gk83MQXp7kUXS3LifAj+JfCus2xgsdfs1dlGC4CydsZLc5p3gbLbcu2dhezW+y21uwudynb04/wC+CMj2NQ1E2TkloSS6TrdtIJkljeYblIR5wpGO+X71TjHoK8jo9E8R67YurSWpgZCWAs2QD8njbP6U4xQpSutil4i+J3iePUkkj1PU7dRg7UsbdwDjHJIBNa28zG67Htn7Hvj3UvE3xP1Oxurrz7ZNIklANusbbhNAM5X/AHjx71E79RTt0Pef2nf+Ta/iz/2KWrf+kctZS+FkQ+JH8+tqnkXNvdbFaS1lWePdnAdTkHrXgUqjpzTufVToRxFoSdkfoq9lo3jrwNb+ItGdZrO9g3IQeVYjlG9GB4IpYjCQk1LoeXGpVpzcJqzPNrLS7H4YTaTcXekL4pvNXmEen6CLl7a4lcYHEio/yjIyx244+8TXs0nHC003rfY8+fPiZOK0S3Z6Vp/g7TvAlneeLfFP2TUPG92jIkNsWa00qAklYLfeSTgHBkYlj0BOWZ+2NG8fa1/iOCVZ39nQ+E+Rvibrsvir4g2SxEvaaNEyyPjgSSE/IPfHOPY189mEoqlJddj6jKn757j+wsAP2qvAWOT5l1nPX/jzn/KvEy3/AHqHz/JntZn/ALpP5fmj9cdV/wBZH/uj+tfcHwZyPx9+FJ+N3wp1nwT/AGp/Yn9qGEfbvs/n+V5cyS/c3LnPl4+8MZzzjFJ6gfIEn/BJ8yPn/hahHp/xT3T/AMmqjkAen/BKWSMAL8VWAHp4f/8Auqm43Gm1sXoP+CYeq2hU2/xjuYSvQroR/wDkql7MtTkjUtP+CdPiayYtF8aZ9xOSW8P5z/5NU1Gw/aSNm3/YQ8XQFSfjBFNt6eb4Zz/7d09VsHtJHqPwM/Z11v4ReLbzWdT8aW/iOG4smtBaw6MbMqzSRsHL+fJnAQjGB97OeOXeREpcx1v7SltNe/s6fFO3t4nnuJvCuqxxxRKWd2NpKAoA5JJ4wKUvhY4fEj8KtF+GHiW7wj+GdX2tkYNhKB6f3a+VqU6sXzKL+5n19OrRlHlcl6XWp2Hhy0+K3wQuLiCDw/rFzpN2oLRpZSzQzkA48xBjD8qNyspwp+8c16FNuvD4Wn5po4p1439liGpQ6NNXX9aep1Xgr4la94Pu9R1V/hzrur6/qZBuL7y54ynXEahomIjUbRgH+EDnAx14dvD3fK7+h5mJjTr6QkrLpsM8Y+PfiJ4xTyP+Eb1PTbNj8xtLCZpiMdA7oAv12n8aVbE1JbRf3GdLDQ+1JL5o4fTPhz4ktoo44vDGq20EY+SNbGXLNj5mZiMlj3J9h0AA+drxr1Zc0oP7mfUYZ4eirKa+9H0Z+xF4P13T/wBqDwPdXWj6ja20L3LSSS2ciRoDazKCWIwOSByeSRV5dQqQxMZOLS13XkzPMcRRnh5RjJN6bPzR+req/wCsj/3R/WvsT4005fvxf739DQBJQAUAFABQAUAI3YUAB6UAN2kjmlYLsULjtRYYvXtRYVxMUrLsF2IE9qLLsO5BeqBCp9JY/wD0MU7LsFzD8V6sNJn05TaXd2buZbYfZYTIIiQx3yHoiDb949yB1IBYjJ8ZarqGj6FcXNvdFJQy+WwGdoJAIOcg9/z/ABoA85/4WN4j/wCgm/8A37T/AOJoAP8AhY3iP/oJv/37T/4mgA/4WN4j/wCgm/8A37T/AOJoAP8AhY3iP/oJv/37T/4mgA/4WN4j/wCgm/8A37T/AOJoAUfEfxGM/wDEzfn/AKZp/wDE0AJ/wsbxH/0E3/79p/8AE0AH/CxvEf8A0E3/AO/af/E0AH/CxvEf/QTf/v2n/wATQB6R4R1i91Tw7Z3V1cPLPIG3P0zh2A4HHQCgDY+0S/8APV/++jQAfaJf+er/APfRoAbJcSbeXZhkcFj60AcF4f1vV9T8HeG77U7/AO0393p8VxLNChiVt43D5dx5AYAkYBIJAUHaAD//2Q=="
},
{
"timing": 3000,
"timestamp": 518558920450,
"data": 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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": 1783,
"timestamp": 518557703129,
"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": 0,
"scoreDisplayMode": "numeric",
"numericValue": 956,
"numericUnit": "millisecond",
"displayValue": "960 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": 0.01,
"scoreDisplayMode": "numeric",
"numericValue": 2137.5,
"numericUnit": "millisecond",
"displayValue": "2,140 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": 0,
"scoreDisplayMode": "numeric",
"numericValue": 1679,
"numericUnit": "millisecond",
"displayValue": "1,680 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,
"numericUnit": "unitless",
"displayValue": "0",
"details": {
"type": "debugdata",
"items": [
{
"finalLayoutShiftTraceEventFound": false
}
]
}
},
"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": 6.771000000000001,
"numericUnit": "millisecond",
"displayValue": "Root document took 10 ms",
"details": {
"type": "opportunity",
"headings": [
{
"key": "url",
"valueType": "url",
"label": "URL"
},
{
"key": "responseTime",
"valueType": "timespanMs",
"label": "Time Spent"
}
],
"items": [
{
"url": "https://pixboost.github.io/hero-banner-demo/",
"responseTime": 6.771000000000001
}
],
"overallSavingsMs": -93.229
}
},
"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": 0.92,
"scoreDisplayMode": "numeric",
"numericValue": 3321.119,
"numericUnit": "millisecond",
"displayValue": "3.3 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": 0.94,
"scoreDisplayMode": "numeric",
"numericValue": 3337.619,
"numericUnit": "millisecond",
"displayValue": "3.3 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](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. [Learn more](https://web.dev/critical-request-chains/).",
"score": null,
"scoreDisplayMode": "informative",
"displayValue": "1 chain found",
"details": {
"type": "criticalrequestchain",
"chains": {
"0596B5E6D310D46454B57EA33B8E60C3": {
"request": {
"url": "https://pixboost.github.io/hero-banner-demo/",
"startTime": 518555.921993,
"endTime": 518555.947774,
"responseReceivedTime": 518555.94670000003,
"transferSize": 2082
},
"children": {
"1731389.351": {
"request": {
"url": "https://pixboost.github.io/hero-banner-demo/vendor/bootstrap.min.css",
"startTime": 518555.971326,
"endTime": 518555.988451,
"responseReceivedTime": 518555.978641,
"transferSize": 21315
}
}
}
}
},
"longestChain": {
"duration": 66.4579999865964,
"length": 2,
"transferSize": 21315
}
}
},
"redirects": {
"id": "redirects",
"title": "Avoid multiple page redirects",
"description": "Redirects introduce additional delays before the page can be loaded. [Learn more](https://web.dev/redirects/).",
"score": 1,
"scoreDisplayMode": "numeric",
"numericValue": 0,
"numericUnit": "millisecond",
"displayValue": "",
"details": {
"type": "opportunity",
"headings": [],
"items": [],
"overallSavingsMs": 0
}
},
"mainthread-work-breakdown": {
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"description": "Consider reducing the time spent parsing, compiling and executing JS. You may find delivering smaller JS payloads helps with this. [Learn more](https://web.dev/mainthread-work-breakdown/)",
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"title": "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 more](https://web.dev/bootup-time/).",
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{
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"id": "uses-rel-preconnect",
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"network-rtt": {
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"title": "Network Round Trip Times",
"description": "Network round trip times (RTT) have a large impact on performance. If the RTT to an origin is high, it's an indication that servers closer to the user could improve performance. [Learn more](https://hpbn.co/primer-on-latency-and-bandwidth/).",
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"id": "network-server-latency",
"title": "Server Backend Latencies",
"description": "Server latencies can impact web performance. If the server latency of an origin is high, it's an indication the server is overloaded or has poor backend performance. [Learn more](https://hpbn.co/primer-on-web-performance/#analyzing-the-resource-waterfall).",
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