polRk · May 23, 2020 01:08
diff --git a/egegei.ru.lighthouse.report.json b/egegei.ru.lighthouse.report.json
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Expected contrast ratio of 4.5:1","type":"node","selector":".user-geo-position-value-link","path":"1,HTML,1,BODY,3,DIV,1,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,UL,1,LI,0,DIV,1,DIV,0,A","snippet":"<a href=\"#\" class=\"user-geo-position-value-link\">Москва</a>","nodeLabel":"Москва"}},{"node":{"selector":"a[href=\"\\/auth\\/\\?backurl\\=\\/index\\.php\"]","path":"1,HTML,1,BODY,3,DIV,1,DIV,0,DIV,0,DIV,0,DIV,2,DIV,0,DIV,0,DIV,0,DIV,0,UL,0,LI,0,A","snippet":"<a href=\"/auth/?backurl=/index.php\">Вход</a>","nodeLabel":"Вход","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.68 (foreground color: #f44336, background color: #ffffff, font size: 10.5pt, font weight: normal). Expected contrast ratio of 4.5:1","type":"node"}},{"node":{"type":"node","path":"1,HTML,1,BODY,3,DIV,1,DIV,0,DIV,0,DIV,0,DIV,2,DIV,0,DIV,0,DIV,0,DIV,0,UL,1,LI,0,A","snippet":"<a href=\"/auth/?register=yes&amp;backurl=/index.php\">Регистрация</a>","selector":".top-auth-register > a","nodeLabel":"Регистрация","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.68 (foreground color: #f44336, background color: #ffffff, font size: 10.5pt, font weight: normal). Expected contrast ratio of 4.5:1"}},{"node":{"nodeLabel":"Каталог товаров","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.68 (foreground color: #ffffff, background color: #f44336, font size: 13.5pt, font weight: normal). Expected contrast ratio of 4.5:1","type":"node","snippet":"<a href=\"/catalog/\" class=\"heading orange\" id=\"catalogMenuHeading\">Каталог товаров<ins></ins></a>","selector":"#catalogMenuHeading","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,0,A"}},{"node":{"nodeLabel":"Распродажа","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.68 (foreground color: #ffffff, background color: #f44336, font size: 10.5pt, font weight: normal). Expected contrast ratio of 4.5:1","type":"node","selector":".getProductByGroup","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,0,DIV,0,DIV,0,UL,0,LI,0,DIV,0,A","snippet":"<a href=\"#\" data-name=\"OFFERS\" data-group=\"11\" data-page=\"1\" data-sheet=\"N\" class=\"getProductByGroup\">Распродажа</a>"}},{"node":{"explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). Expected contrast ratio of 4.5:1","type":"node","selector":".product.sku[data-product-id=\"\\33 15523\"] > .nowp.tabloid > .productTable > .productColText > .price > s","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,0,DIV,0,DIV,3,DIV,1,DIV,1,A,2,S","snippet":"<s class=\"discount\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t1 572 p.\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t</s>","nodeLabel":"1 572 p."}},{"node":{"explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). Expected contrast ratio of 4.5:1","type":"node","snippet":"<s class=\"discount\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t4 250 p.\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t</s>","selector":"#bx_4028463329_352295 > .nowp.tabloid > .productTable > .productColText > .price > s","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,1,DIV,0,DIV,3,DIV,1,DIV,1,A,1,S","nodeLabel":"4 250 p."}},{"node":{"selector":"#bx_2266646647_278660 > .nowp.tabloid > .productTable > .productColText > .price > s","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,2,DIV,0,DIV,3,DIV,1,DIV,1,A,2,S","snippet":"<s class=\"discount\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t177 p.\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t</s>","nodeLabel":"177 p.","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). Expected contrast ratio of 4.5:1","type":"node"}},{"node":{"nodeLabel":"1 589 p.","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). Expected contrast ratio of 4.5:1","type":"node","snippet":"<s class=\"discount\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t1 589 p.\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t</s>","selector":"#bx_427744724_254728 > .nowp.tabloid > .productTable > .productColText > .price > s","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,3,DIV,0,DIV,3,DIV,1,DIV,1,A,2,S"}},{"node":{"selector":"#bx_1853484354_310312 > .nowp.tabloid > .productTable > .productColText > .price > s","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,4,DIV,0,DIV,3,DIV,1,DIV,1,A,2,S","snippet":"<s class=\"discount\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t1 524 p.\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t</s>","nodeLabel":"1 524 p.","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). Expected contrast ratio of 4.5:1","type":"node"}},{"node":{"type":"node","selector":"#bx_4151360760_393197 > .nowp.tabloid > .productTable > .productColText > .price > s","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,5,DIV,0,DIV,3,DIV,1,DIV,1,A,2,S","snippet":"<s class=\"discount\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t3 317 p.\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t</s>","nodeLabel":"3 317 p.","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). Expected contrast ratio of 4.5:1"}},{"node":{"nodeLabel":"1 502 p.","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). Expected contrast ratio of 4.5:1","type":"node","selector":"#bx_2155318382_319068 > .nowp.tabloid > .productTable > .productColText > .price > s","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,6,DIV,0,DIV,3,DIV,1,DIV,1,A,2,S","snippet":"<s class=\"discount\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t1 502 p.\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t</s>"}},{"node":{"explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). 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Expected contrast ratio of 4.5:1","type":"node"}},{"node":{"type":"node","snippet":"<s class=\"discount\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t2 160 p.\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t</s>","selector":"#bx_134955892_287576 > .nowp.tabloid > .productTable > .productColText > .price > s","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,9,DIV,0,DIV,3,DIV,1,DIV,1,A,2,S","nodeLabel":"2 160 p.","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). Expected contrast ratio of 4.5:1"}},{"node":{"nodeLabel":"878 p.","explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). Expected contrast ratio of 4.5:1","type":"node","snippet":"<s class=\"discount\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t878 p.\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t</s>","selector":"#bx_2131522530_323743 > .nowp.tabloid > .productTable > .productColText > .price > s","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,10,DIV,0,DIV,3,DIV,1,DIV,1,A,2,S"}},{"node":{"explanation":"Fix any of the following:\n  Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 9.8pt, font weight: normal). 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"},{"timing":2712,"timestamp":696560890680,"data":"data:image/jpeg;base64,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"},{"timing":3099,"timestamp":696561278080,"data":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRQBAwQEBQQFCQUFCRQNCw0UFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFP/AABEIAMAAeAMBEQACEQEDEQH/xAGiAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgsQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+gEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/AP038ReLLDwyLf7YLuWScny4bGymu5SBjc2yJGYKMjLYwMgZ5FZznyWVtzCpVUGk73fbUhT4h+Fi+mqfEmkq+pkCxRr2JWuiW2gRgtlju+XAzzx1ranF1qftaSvDutV9+xz08fhKtuStF321Xdr8016pou6r4s0TQrG4vdS1nT9Ps7dwk1xd3SRRxsTgBmYgAk8AHvXmwzHBVZThTrRbg0pJSTcW9lLXRvome3QweJxM1ToUpSk03ZJt2Wrdl0S1fYgXxv4cmvtOsI9f0uS+1O3N1Y2q3kZlu4dpbzIl3ZdMAncuRgZr1qdGrWoyxFKLcI2vJK6V9rvZXutzmqU505OE4tSWlut+3qVbXx7ol79sNtd/aVtoHuN8cbbJo1HzNE5G2UKSAShIBIBwTRKnKO511cBisOr1ocuqTv0bu1zLo2k7XtdF7wh4lt/GXhbSNetIZ4LTVLOG9hiuVCyokiB1DgEgMAwyATzWUlZ2OScHTm4PobFIgKACgBCQOpoAZFcRTx745UkTJXcrAjIOCM+xBH4UDaa3Ee6hjlSJ5o1lcEqjMAzAEAkDvgso/EetJtLcXS5IWA6kCnuAZHrQABgTgEGldMDnfFeiX+sQpFbTIluFJdBcz20nmBkKOJYmDbQA+U/iyOVwc82IpzqQ5abt9/6Wf3NPzPPxdGtWhyU7a921Z9H7tm7PdXV+55H4B0qz8I63b2SXuu6tdQ6fd6Y0w8P3MSPcyXkks8y3jDyQGlIVUL5GASzckVQpKjlf9nXd+Zy5r73X3ryd2eXlOSPK68K3tOfli42aWt5ube772tr6nTa1oX9seFdNgdr23SLUNOvY5F0iZ5Z1trqJ1Vl3FoyxCD5wuwFyVwrY+Uy7I62BpKhKrGUU4aqDUmoWS5nzPmbSivsxVnaNtF+k4TNYYWvOuqbfNCpC3NZL2kXG6slte/nprochazLonxY1LxHczahJpOq3FvqkVlqXgzUpHsJf7PS3zHeeZ9ntvkzvZ41Kh5kdhzj9JlmFOeCjhpU3zxVlKMlFNczlaUeVt6vdTS0jeLtr84n0Oq+Hvha20fVNFs5BezX9npF1przXGizQQzRCaIDMvKLgRZCbjv8ANZ1xlq5KuJdbn0tdp/cmv1Pocyzb69UruMOWNSana97NKSfRXvzfJK2u56F4d0y80UPZZtE0W3jhg06CCNxJFGqBcOzMd3IwMAYGM7j05Orfc+dbb1e/6m5QIKACgCtfmQWk3kyxwzFCI5JV3KrEfKSuVyM44yM+ooSlJ2QX5bM5KLwQZL036zaaXlld2dLNzvgcg7OZmG48gyAcqxAVetcrhF6K33HZ9amrK7svMnn8GySaLp1kktg8lnY/ZVa5tHkjJzEQwQSjC/uvukk52nd8p3UowqxXbQyhXcJOSet7/wBaDLrwNFLPDJDHpiLBIGijksndUTYQwKiUKWLEHdjoMYzhhDhBbpG31qpqk999V/kFl4PvbWxnhN1paTzIytJb6Y0agux3kL5x6rgDnI2gktjFP2cXeNvwGsU7p32t17fIXwzBZ6X4ouNL/tbTJ9TgtBJ/Z0AZbqKzaQrbs6tM5IykymQqN5HGNhB2p0XGPtIxfLteztftfa/4mVTESqqz736f5HYNnacdcVocxxg1LxJFbuFFpcTMm9TJFOEThB1EYzn52x16KODuXmXtL6nZ+5tezv6r/I1tM1DUZtRkt7qKHy1ztlijlUuNqkEhlwvJfjccYHJycXFy5rSMqns1H3L3N0dBWxgFAC0AFABQAUAZ+v6DY+J9Hu9K1KBLvT7uMw3FvIoZJYyMMjAggqRkEHqDW1GrKhUVSG6JlFSVmcFpP7OXgXRZ9fnttNm87XZL2TUTJdSMtw14YzdbkJ2/vDDHkYwMHGNzZ9ypn+PqeyTn/D5OXy5L8mu/u3dteuplGhCLb7nOaF+xr8MNA1HWb2DSrqafVLhp5Gnu3Yw7trFIzwVBlUzZJLeYQ275IwnRPibMZxjFSUUklpFLRK3T+77v+FW6u+awtNO+p0r/ALOngE25gh0NLGJrFtNddPka18y1a2W28l/KK7kESgKDnaRlcEA1xVs6xuIhyVp8yu2r62bk5Nxb1i23dtWv1uWqEE7o5W4/Yl+D11oNvosvhbfpUEk0qW32uUAtL5G8sQ2WJ+zQYJJwEAGBxXXT4kzKlV9tGa5rNbJ6OTm9Hp8Tb+ZP1aFrHp/hH4c+H/A0NtDo2nx2sVtDJBAPvGJJJPMkCsfmG98M3PzFVJyRmvErYytiI8s3pp/5KuWP/gK0Xa7tuzWFONP4TpTzXEalFtNnLsRqV0qkkhQsWB7cpn8+aAE/syb/AKCd1/3xD/8AG6AF/s64/wCgpd/98w//ABugA/s64/6Cl3/3zD/8boAP7OuP+gpd/wDfMP8A8boAP7OuP+gpd/8AfMP/AMboAP7OuP8AoKXf/fMP/wAboAP7OuP+gpd/98w//G6AD+zrj/oKXf8A3zD/APG6AD+zrj/oKXf/AHzD/wDG6ALFrbyW6kSXMlySc7pQoI9vlAFAE9ADZFLxsquY2IIDrjK+4zx+dAFbTrKWxiZJr+4v2LZD3IjBUeg2Iox9RmgC3QAUAFABQAUAFABQAUAFABQAUAFABQAUAFACc+g/OgA59B+dABz6D86ADn0H50AHPoPzoAOfQfnQAc+g/OgA59B+dABz6D86ADn0H50AHPoPzoAOfQfnQAc+g/OgA59B+dABz6D86AFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDN/tOT+6n60AJ/acn91fyNC12BXeyD+05P7q/kadn2f3Ds+wf2nJ/dX8jRZ9n9wWfYP7Tk/ur+Ros+z+4LPsH9pyf3V/I0WfZ/cFn2D+05P7q/kaLPs/uCz7B/acn91fyNFn2f3BZ9g/tOT+6v5Giz7P7gs+wf2nJ/dX8jRZ9n9wWfYP7Tk/ur+Ros+z+4LPsH9pyf3V/I0WfZ/cFn2D+05P7q/kaLPs/uCz7B/acn91PyNFn2E9Nw/tOT+6v5GkBw/xN+JGn/C/wAMtq1/G87PIILa3j6zSkEhSf4VwpJbsBwCSAeDHYyngaPtZ9dl3fY97JMmxGeYxYWitN2+0e//AAD5b1n9qXx1qF0Xtbqz0qMcCG1tkYH6mTec/l9K+DqcQ4uUnJWt6f8ABP3eHhxk0IpzlNvvzf5K1vl8yj/w0r8Q8f8AIeHv/odv/wDG6z/1gxn937jT/iHmSdXP/wAC/wCAL/w0n8Q/+g8P/AK3/wDjdL/WDGf3fuD/AIh5knef/gS/yEP7SnxDUc68B/252/8A8bp/6wYzpy/cH/EPMkbsnP8A8C/4AD9pT4hnP/E+H/gHb/8Axuj/AFgxv937if8AiHuS6az/APAv+AH/AA0p8Q/+g8P/AADt/wD43T/t/GW+z93/AAS/+Id5Lb7f/gX/AABf+GlPiH/0Hh/4B2//AMbpf6wYz+79w/8AiHWS/wB//wAC/wCAH/DSnxD/AOg8P/AO3/8AjdH+sGM/u/cH/EOsl/v/APgX/AD/AIaU+If/AEHh/wCAdv8A/G6P9YMZ/d+4P+IdZL/f/wDAv+AH/DSnxD/6Dw/8A7f/AON0f6wYz+79wf8AEOsl/v8A/gX/AAA/4aU+If8A0Hh/4B2//wAbo/1gxn937g/4h1kv9/8A8C/4Af8ADSnxDz/yHh/4BW//AMbo/wBYMZ/d+4l+HmSLdz/8C/4BY039qDx/Y3Ymm1C11GMZH2e6s0CH6mMI35GtIcQ4yOto/cRLw+ydxtzVF/28vl9k+lvg58W7T4raFJOIRZ6paFUu7YHK5I+V0PUq3PXkEEc8E/Z5bmMcwp3atJbo/GuJeHK3D2J5Je9Tl8Mnu+6faz089zyj9sw/L4PHYm8OO2R5GK+f4m/5cx6e9+SP0HwwinPFy6+4vlef+SPnm3ubE6U1rPCwuGk3faY0BYL8vy8n2Y5HPAAIBbPx0J01DlktT9fxdDGyq+1w9RJW2f57f18kS3EmkSrMI0uYsyZjOwH5d78Eb+DtMfr0P1Nqph29VoZuOYxa5ZxvdN77Llv08pff90azaSmivE1pI2pFVCzHO1CJGJON3OUKjoMbe+c1LqUeTSPvaf8ABOinTx/tuaVVcmunrt06fj3J7abQjNC13aXDx+WyyCE7W3eSoDZLEH94GbGBgHqeFDU6Vlzx1W/9eqZFWGP95UpxSb0v095trRdrLfo/nCG0hVbIk3GOJQGhJw+f3jDEg6j19QAFxuq+fCtaRf8AXzMOTMnN+/G176PpfVO8X000t3t0da7ax+zwraxyLcCRzLIxwrKSNoC5OMAHufve1Y1JU5JcisejQjiVKbryTT2/H/Nfd5lauY7woAKACgAoAfB5PnKZ0eWLuiPtJ/Eg/wAqalFS1X5fqZTc1F8js/NX/VfmWnuLKO2ljtrSSN5AFLzypLgBg3yjywVPA5B6Ejoa3qVlyNR6+n9fccipVXVjKrO6V9lJbq2vvNP+meyfsgkr8SNTUHCnSZDj6TQ/419Nw7J/XJrvFv8A8mSPzPxJSeVUpPf2i/8ASZf5I9w+M3wYHxdOjf8AE5/sn+zvOP8Ax7ed5nmbP9tcY2e/Xtivq8yy15koJT5eXTa97n5PwvxPLhz2y9j7T2nL15fgv2Uu55r/AMMZH/obx/4LP/t1eH/qtP8A5+/+Sr/M/QP+InS/6AX/AODF/wDIB/wxkf8Aobx/4LP/ALdR/qtP/n7/AOSr/MP+InS/6AX/AODF/wDIB/wxn/1OA/8ABZ/9uqf9WJf8/v8AyVf5k/8AET3e31L/AMqL/wCQD/hjI/8AQ3j/AMFn/wBuo/1Yl/z+/wDJV/mH/EUH/wBAX/lRf/IB/wAMZH/obx/4LP8A7dR/qxL/AJ/f+Sr/ADD/AIig/wDoC/8AKi/+QD/hjI/9DeP/AAWf/bqP9WJf8/v/ACVf5h/xFB/9AX/lRf8AyAf8MZH/AKG8f+Cz/wC3Uf6sS/5/f+Sr/MP+IoP/AKAv/Ki/+QD/AIYyP/Q3j/wWf/bqP9WJf8/v/JV/mH/EUH/0Bf8AlRf/ACAf8MZH/obx/wCCz/7dR/qxL/n9/wCSr/MP+IoP/oC/8qL/AOQD/hjI/wDQ3j/wWf8A26j/AFYl/wA/v/JV/mH/ABFB/wDQF/5UX/yAf8MZH/obx/4LP/t1H+rEv+f3/kq/zD/iKD/6Av8Ayov/AJAP+GMj/wBDeP8AwWf/AG6j/ViX/P7/AMlX+Yf8RQf/AEBf+VF/8gH/AAxl/wBTeP8AwWf/AG6j/Vhv/l9+C/zD/iKD/wCgL/yov/kDt/hB+z9/wqnxNc6v/b39qedZta+T9i8nG50fdu3tn7mMY7+1exl2Uf2fVlV9pzcyta3p/kfI8R8Yf6wYOOF+r+ztJSvz820XG1uVd73I/wBoX4ta38Lv+Ef/ALGjs5Pt/wBo877VGzY2eXt24Yf3z/8AWrPOsxrYBQjR+1f8C+DOHMHn0sR9bbShy2s+/Nf8jx7/AIaz8bf8++k/+Az/APxdfKPP8Yu33P8AzP07/iHuSd5/+BL/AOREP7WvjYf8u+k/+Az/APxdH9v4zy/H/Mv/AIh3k39//wACX/yJ5L8Wf+CinxN8BeJLfTrDS/DE0ElqtwWubOdnyWdSMrOBj5c9O9fZZPjamOoOpV+JNr5WTX5n43xjklDIMwhhcK24yipa77yX6HFf8PSvi1/0BvCP/gDc/wDyRXunxAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQB9AfsUftneN/wBor4o6v4b8T6fodrZW2jy6jE+mW0scm9ZoIwpLyuNuJWPTOcc9qAO8/bMGR4PGSM/bOR/2wr4fiV2lQf8Ai/Q/cPDSCqLGwfVRX4zPBdW8S/2pbhjYW6ahli12RvZyXBw28Nkbdw5OTxknkH5FV4t3cbs/W4ZXOmlCnXkoK2i8vRrfqWU8S6e93bPPo8P2SKYzm3h8pN5znYT5XKYyuMZ5PJ+XFfWIdaZhPLMVJPkxErtW2f36z36/5Hyp+1VqEOpfEaymgs0sYzpsf7pCCo/ey9OB/n8h95w81PDyklb3n+UT8I8QqUqGZUYTnzPkWr31lPzPG6+oPzIKACgAoAKACgAoAKACgAoA+yf+CV3/ACcH4h/7Fe4/9K7SgD9RL/wfonizy/7Z0iy1T7Pnyvtlusuzd97buBxnaM/QVzVsNRxFnVinba6PRwmZYzL7/VK0oX35W1e217W7sqf8Ke8Ef9Cho3/gDH/hXN/ZuD/59L7kei+I84e+Kqf+Bv8AzD/hT3gj/oUNG/8AAGP/AApf2Zgv+fUfuQ/9Y84X/MVU/wDA3/mUNQ/Z6+GGsTLNqHw78LX8yrsEl1o1vIwXJOMshOMk/ma7KVCnQXLSikvI8nF43FY+oqmKqObSteTbdu2vqV/+GZfhD/0S7wb/AOCG1/8AjdbnEH/DMvwh/wCiXeDf/BDa/wDxugA/4Zl+EP8A0S7wb/4IbX/43QAf8My/CH/ol3g3/wAENr/8boAP+GZfhD/0S7wb/wCCG1/+N0AH/DMvwh/6Jd4N/wDBDa//ABugA/4Zl+EP/RLvBv8A4IbX/wCN0AH/AAzL8If+iXeDf/BDa/8AxugA/wCGZfhD/wBEu8G/+CG1/wDjdAB/wzL8If8Aol3g3/wQ2v8A8boA0dD+D3gT4f3jaj4Y8GaB4dv5IzbvdaVpkNtI8RIYoWRQSpKqceqj0FAHV6X/AMtPw/rQBeJxQBT1fWtP0DT57/U7230+xgXdLc3UqxRRjOMszEAc46+tNajSb2OHtf2hvh3ea0ulw+KbJp2jaZZzuW1dF25K3BHlN94dHOe1EU5q8Vcbi1o0d1peq2WuafbX+nXcF/YXMazQXVrIskUqMMqyspIYEcgjil6klugDgfFXijxxpWoyx6L4Rt9Zt/tTxRGfU47PfELaKRZdx3nBlM0W3ZngNwo3MAamveIPEenaSlxp/htdXvvNmV7OO/SELGEmaKQu6gZcpCpXHyGYnLBMkAxLDxr47utR02B/h6be1mMRurmfWYP9GUzTpJwqkuyolvIFAAImYbg0eGANuHxHr8vie/sH8NNDpUGww6mL2JvPzEGP7vgrhzs5znBPAxkA05dVvGt5J7Wya5ABVY2PknepcMMv2yqgHGCGyCRigChDr3iA6XPc3Ph5LW5+2QwwWYvlkZ4GMQeV2C4Vk3ynYC2REMHLYABs6LdXV9pNpcX1oLC9lhR57QSiXyJCoLx7wAG2tkbhwcUAXaAKmpf6hf8Ae/oaAI9L/wCWn4f1oAq+J/Ea+HLOF1srnU7y5l8i1sbPYJZ5NrOVUyMqDCo7EsyjCnnOAZckmk+o0m02uh8dfHn4man418Zut15/hXw/o9/e2VlqMqGZme3V47iRoAOrOrBHLDKoNvyyvu9KlKlRgpVHrL0/Vo6aVNzTsr26HEy+HrrwVqGkvqSSadb30DWovJNVlMayEbzNHDEVLK48p8rtVNyKWUjcPRjTund2Sa+++53qKlFxiryWtutu3y/4J3Pwi+IOt/CzX9La0uLzxN4R1e7h013aZ3a5uJZhDDJEkh/dsH4ZmKoRlSW2xtXHiKXMnK2q/qxw1426WPsPwl4mh8X+H7PVoLa5sluFO+1vFCzW8isVkikAJAdGVlO0kZU4JGCfHjJTV0YTg6cnGRyHi/4leJfC+q63bW3ga51u3tJdGWwmsLh2a9S8uzb3JIMO2NrVVaZhuZShQs0QYlbMzzrwx+1lrl3rseneJfhH4o8PLearpmkabPHBPML2W6trieSVVkghKxQi3YOSN6A5lSEA0Aeg6/8AGK98N+KNM0q48DeJL+01XWG0uz1LSbJ7qGJFWAG5u8KDbx+bLMoY5UrAZN2GAoA7Pwdr8nivwno+ty6Xe6I+pWkV4dN1KIxXVr5iBhFMh+5KoOGXnawIycZoA2KACgAoAKAKmpf6hf8Ae/oaAI9L/wCWn4f1oAp+JdCm1f8As+4tLmO1vtPuDc28k0Rli3mKSI70DKWG2V+Ay84OcDBzlBTcW+jv+Fv1LjNwUo9GrP70/wBD5m8cfs2+OZviKPF099oni+K/nEmqWVpZS2DqqRqkaxpLcTqVIDbtpQgszbZS5A7IulKPJVT01Vnb7+504av7K8XsznbnSNRh+HqCLw1bX+r6lMNQOm3ml3Md3axPMPkS3bMhG6GNsAKFVOQ24V7MsTGrJVH8NjeFajCquSe3+Vi7oHwJ8e/ErxPp2vwyWvgPQ9OuLbULK01C1urgXE0CqId1o0kDKFYBiZNr5ijXaykmvOxNaPtLU5Pltsc1WpGUORa36n098OPCWq+EdFuotb1uPXdUvLuS8nntbIWdsjNgbYYN7lFO3c2XYtI8jZG4KPMjCMW2jCU5TtzdCx4i8NXusM4tNcutOEkkcjpHkjav3lGGUqGGM4NWQP03w3d6W0KxavdTQiUtMl2fPaRNuFUOxJXkAk8554GeADdACjoQAOnb8qAHKQelAC0AFABQAUAVNS/1C/739DQBHpf/AC0/D+tAF+gAoAKACgAoAwfGnhuLxb4a1HR57q/sEu02i60y7ntZ4yMFWWWB0kXDAZCsNwyDkEggGPPpHiV76wWPxJNFZpDMLkrYIC8hkQx7V2cAIZlHzcYjJD/NkAtjQtQt7VIbbX76PMk0ksklt5ruZH3DBYHaFy4VRwMqMbVCkA6aIZYsAQuMAEYoAloAKACgAoAqal/qF/3v6GgCHTlLCTDFenTHvQBc8lv+e8n/AI7/AIUAHkt/z3k/8d/woAPJb/nvJ/47/hQAeS3/AD3k/wDHf8KADyW/57yf+O/4UAIYjnBnf6Hb/hQAeSf+e7/+O/4UAHkkDPnvj/gP+FAAIW7Tv+S/4UAJs6/6S/HX7v8AhQAvlN/z3f8A8d/woAXyW/57yf8Ajv8AhQAeS3/PeT/x3/CgCvqClbdcuW+bvj0NADdL/wCWn4f1oAv0AfPHxs/bb8FfA7x5H4W1PT9W1i5W2Fzd3GkfZnjs9wYrHIHmRt5UBsAHh0Peoc1HRlqEpRclstz27xP4r03wf4W1DxBqdykGl2Nu11NOSAAijPGTyT2HckAVZB5P+z5+1t4W/aH1jV9K0jTdV0bUNOTzhDqqwr9pi3BTLF5Uj5UFlB3bT8w464Sdy5QcLX6nuNMg8S+IyyW/iXxTf+GPifa+Hr+2t7KbXrC+1RJY9Nt45Y5JLnyp/Njtc2olHEcauWV2YlQQAdVYeIz4nl1Kz0zx1o99du0qwf2SI3ks0yQrMN0oZlBGWYKpbjaNw2gFV/hr4l0a708+HPFt7a2kmq3N9qsWpXEl+1xFIxZIomuPNMKqAqBIyijJYDPBAKfjT4VeMfFvhjwtpo8fXdldWP2Z9YvbDzLKbUnjQrLseB18lZSxJUBgCEIA2ncAdDrHgPUr/Sr23tdamtLuS8kuoLn7TdERB08sqVEw3DY8pCgiNHKMqZQGgCrpvw41HSbr7UmtaleFJHkjtbzWLqSNUNnFAIMkkld0KSebIJJA5lcEmZgACx4M8Da7oOoaTd6v4ovNXaz0p7GaAOyW9xcvMJJLpkYsS52qFXdtiBdVGG+UA7qgCpqX+oX/AHv6GgCPS/8Alp+H9aAPPf2nvihqPwY+AvjPxnpFhLqWqaTZGW2gjtmuAJGZUV3RWUmNC29znhEY84wU3bYT21Pyi+Jd/pni/wAXTeJvF9pqeu+KL6NdR0LWNJuEgttWjyrRTzReSHUPH8gEQiIaLaVDEkefKvKPM072tr69P67n1tLL6WIlQVNOPNfaW/LFPqla97dvuZ98/BLw7quufAl/h58TbibV7l7bSNRe0eQqbGxmnK29ruCI26NrFyS2SCxUtJt3t2x0jvc+brtOrJxjyrXTt5fIwv2NfgL4U+DHii7vNAk1Ca8vr2ezMmoyozLbNGZTGoRUB/eQplmBb5QMgcU029zFn2lVkni/jDxT8NNT8Z+JfD+r6at7qVjJY2GqyQhZDC2rqLOAt5Tl43dY0iLEK6o6niN91AHM/wDC7fhp4X8ew6lDofiC61vX9Q0vSYdVJaZLqHUFmubWaJpJ8fZ/3Mv7tPnUjasXzKCAfR1ABQAUAFABQAUAVNS/1C/739DQBHpf/LT8P60AXJkDxlWGQe2aAPx8/aFtE0X49aJY6dqy+HrTTLq6t9OkWDyINHiju5dvlLFkFEYM+UUEZ24LKc+VV5lGV97x/M+7ymKc6HK91U6J/Y1Wv66dnufdv7OWl+Kn+Fup6/4z1W31vUdY1Owk0+6toVRU0nbbvaw5X75XzZiWy3zyOAzAAn0lfl1Piqrj7R8m3Q84/YR07XdPinOupcx3FxrXnSJdSo7/AGhrKZpzlQBguTjPI5XACjJHczZ9wVZJzXiW28QljJpd7ZwoZYtouPk2IM+Zlij7s/LxhfqMfMAVbbTr26uNKuNUOj3EljcPcLIqBvJYxtHuiJXKttllTIOdjEEtuNAHUfbbfHM8f/fYoAmVg6gg5B7igBaACgAoAKAKmpf6hf8Ae/oaAI9L/wCWn4f1oAuycITgkgZwO9AH5AfHHwd8Wr347T6pB8N75bqDU7u6t7u3uGkWZnnLoQ6vH5aDGQcrIcliQSAvHUouT0ejt+B7mBzGGGlHnjflU/neNlf+kfoN8FfDureBf2bvDOnatp95bah9qa9urcyC6ltRLfPdFcpGobaH27VXAxgFgAT2M8S93dnL/s/WFxpWtHbY38jyaw13I01iYDsa3eLcWEahtuVHzZbA68VCQ2fUdWSYHjTTr/V/Dl/Z6Vrdx4b1OZQLfVLZYWkhYEHgTRyRkHG05Q8E4wcEAHH33iD4mDU47a00jwk9qkUhe/l1iZRPIrZQeUICYhIoVfvSeWXdvnEKrcAGq9/4wt7BBb/2FfXhluS63d48SldzG32skRwG+VSCpMYbO6cx/vQDto23sWBBTHUdDQBJQAUAFABQBU1L/UL/AL39DQBFpn/LT8P60AX9vuaAEKA0AG360AGwCgBdvuaADb7mgBNo96ADYKAF2+5oANvuaADb7mgA2+5oANvuaAKmpDEC+m7+hoA//9k="},{"timing":3487,"timestamp":696561665480,"data":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRQBAwQEBQQFCQUFCRQNCw0UFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFP/AABEIAMAAeAMBEQACEQEDEQH/xAGiAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgsQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+gEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/AP038ReLLDwyLf7YLuWScny4bGymu5SBjc2yJGYKMjLYwMgZ5FZznyWVtzCpVUGk73fbUhT4h+Fi+mqfEmkq+pkCxRr2JWuiW2gRgtlju+XAzzx1ranF1qftaSvDutV9+xz08fhKtuStF321Xdr8016pou6r4s0TQrG4vdS1nT9Ps7dwk1xd3SRRxsTgBmYgAk8AHvXmwzHBVZThTrRbg0pJSTcW9lLXRvome3QweJxM1ToUpSk03ZJt2Wrdl0S1fYgXxv4cmvtOsI9f0uS+1O3N1Y2q3kZlu4dpbzIl3ZdMAncuRgZr1qdGrWoyxFKLcI2vJK6V9rvZXutzmqU505OE4tSWlut+3qVbXx7ol79sNtd/aVtoHuN8cbbJo1HzNE5G2UKSAShIBIBwTRKnKO511cBisOr1ocuqTv0bu1zLo2k7XtdF7wh4lt/GXhbSNetIZ4LTVLOG9hiuVCyokiB1DgEgMAwyATzWUlZ2OScHTm4PobFIgKACgBCQOpoAZFcRTx745UkTJXcrAjIOCM+xBH4UDaa3Ee6hjlSJ5o1lcEqjMAzAEAkDvgso/EetJtLcXS5IWA6kCnuAZHrQABgTgEGldMDnfFeiX+sQpFbTIluFJdBcz20nmBkKOJYmDbQA+U/iyOVwc82IpzqQ5abt9/6Wf3NPzPPxdGtWhyU7a921Z9H7tm7PdXV+55H4B0qz8I63b2SXuu6tdQ6fd6Y0w8P3MSPcyXkks8y3jDyQGlIVUL5GASzckVQpKjlf9nXd+Zy5r73X3ryd2eXlOSPK68K3tOfli42aWt5ube772tr6nTa1oX9seFdNgdr23SLUNOvY5F0iZ5Z1trqJ1Vl3FoyxCD5wuwFyVwrY+Uy7I62BpKhKrGUU4aqDUmoWS5nzPmbSivsxVnaNtF+k4TNYYWvOuqbfNCpC3NZL2kXG6slte/nprochazLonxY1LxHczahJpOq3FvqkVlqXgzUpHsJf7PS3zHeeZ9ntvkzvZ41Kh5kdhzj9JlmFOeCjhpU3zxVlKMlFNczlaUeVt6vdTS0jeLtr84n0Oq+Hvha20fVNFs5BezX9npF1przXGizQQzRCaIDMvKLgRZCbjv8ANZ1xlq5KuJdbn0tdp/cmv1Pocyzb69UruMOWNSana97NKSfRXvzfJK2u56F4d0y80UPZZtE0W3jhg06CCNxJFGqBcOzMd3IwMAYGM7j05Orfc+dbb1e/6m5QIKACgCtfmQWk3kyxwzFCI5JV3KrEfKSuVyM44yM+ooSlJ2QX5bM5KLwQZL036zaaXlld2dLNzvgcg7OZmG48gyAcqxAVetcrhF6K33HZ9amrK7svMnn8GySaLp1kktg8lnY/ZVa5tHkjJzEQwQSjC/uvukk52nd8p3UowqxXbQyhXcJOSet7/wBaDLrwNFLPDJDHpiLBIGijksndUTYQwKiUKWLEHdjoMYzhhDhBbpG31qpqk999V/kFl4PvbWxnhN1paTzIytJb6Y0agux3kL5x6rgDnI2gktjFP2cXeNvwGsU7p32t17fIXwzBZ6X4ouNL/tbTJ9TgtBJ/Z0AZbqKzaQrbs6tM5IykymQqN5HGNhB2p0XGPtIxfLteztftfa/4mVTESqqz736f5HYNnacdcVocxxg1LxJFbuFFpcTMm9TJFOEThB1EYzn52x16KODuXmXtL6nZ+5tezv6r/I1tM1DUZtRkt7qKHy1ztlijlUuNqkEhlwvJfjccYHJycXFy5rSMqns1H3L3N0dBWxgFAC0AFABQAUAZ+v6DY+J9Hu9K1KBLvT7uMw3FvIoZJYyMMjAggqRkEHqDW1GrKhUVSG6JlFSVmcFpP7OXgXRZ9fnttNm87XZL2TUTJdSMtw14YzdbkJ2/vDDHkYwMHGNzZ9ypn+PqeyTn/D5OXy5L8mu/u3dteuplGhCLb7nOaF+xr8MNA1HWb2DSrqafVLhp5Gnu3Yw7trFIzwVBlUzZJLeYQ275IwnRPibMZxjFSUUklpFLRK3T+77v+FW6u+awtNO+p0r/ALOngE25gh0NLGJrFtNddPka18y1a2W28l/KK7kESgKDnaRlcEA1xVs6xuIhyVp8yu2r62bk5Nxb1i23dtWv1uWqEE7o5W4/Yl+D11oNvosvhbfpUEk0qW32uUAtL5G8sQ2WJ+zQYJJwEAGBxXXT4kzKlV9tGa5rNbJ6OTm9Hp8Tb+ZP1aFrHp/hH4c+H/A0NtDo2nx2sVtDJBAPvGJJJPMkCsfmG98M3PzFVJyRmvErYytiI8s3pp/5KuWP/gK0Xa7tuzWFONP4TpTzXEalFtNnLsRqV0qkkhQsWB7cpn8+aAE/syb/AKCd1/3xD/8AG6AF/s64/wCgpd/98w//ABugA/s64/6Cl3/3zD/8boAP7OuP+gpd/wDfMP8A8boAP7OuP+gpd/8AfMP/AMboAP7OuP8AoKXf/fMP/wAboAP7OuP+gpd/98w//G6AD+zrj/oKXf8A3zD/APG6AD+zrj/oKXf/AHzD/wDG6ALFrbyW6kSXMlySc7pQoI9vlAFAE9ADZFLxsquY2IIDrjK+4zx+dAFbTrKWxiZJr+4v2LZD3IjBUeg2Iox9RmgC3QAUAFABQAUAFABQAUAFABQAUAFABQAUAFACc+g/OgA59B+dABz6D86ADn0H50AHPoPzoAOfQfnQAc+g/OgA59B+dABz6D86ADn0H50AHPoPzoAOfQfnQAc+g/OgA59B+dABz6D86AFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDN/tOT+6n60AJ/acn91fyNC12BXeyD+05P7q/kadn2f3Ds+wf2nJ/dX8jRZ9n9wWfYP7Tk/ur+Ros+z+4LPsH9pyf3V/I0WfZ/cFn2D+05P7q/kaLPs/uCz7B/acn91fyNFn2f3BZ9g/tOT+6v5Giz7P7gs+wf2nJ/dX8jRZ9n9wWfYP7Tk/ur+Ros+z+4LPsH9pyf3V/I0WfZ/cFn2D+05P7q/kaLPs/uCz7B/acn91PyNFn2E9Nw/tOT+6v5GkBw/xN+JGn/C/wAMtq1/G87PIILa3j6zSkEhSf4VwpJbsBwCSAeDHYyngaPtZ9dl3fY97JMmxGeYxYWitN2+0e//AAD5b1n9qXx1qF0Xtbqz0qMcCG1tkYH6mTec/l9K+DqcQ4uUnJWt6f8ABP3eHhxk0IpzlNvvzf5K1vl8yj/w0r8Q8f8AIeHv/odv/wDG6z/1gxn937jT/iHmSdXP/wAC/wCAL/w0n8Q/+g8P/AK3/wDjdL/WDGf3fuD/AIh5knef/gS/yEP7SnxDUc68B/252/8A8bp/6wYzpy/cH/EPMkbsnP8A8C/4AD9pT4hnP/E+H/gHb/8Axuj/AFgxv937if8AiHuS6az/APAv+AH/AA0p8Q/+g8P/AADt/wD43T/t/GW+z93/AAS/+Id5Lb7f/gX/AABf+GlPiH/0Hh/4B2//AMbpf6wYz+79w/8AiHWS/wB//wAC/wCAH/DSnxD/AOg8P/AO3/8AjdH+sGM/u/cH/EOsl/v/APgX/AD/AIaU+If/AEHh/wCAdv8A/G6P9YMZ/d+4P+IdZL/f/wDAv+AH/DSnxD/6Dw/8A7f/AON0f6wYz+79wf8AEOsl/v8A/gX/AAA/4aU+If8A0Hh/4B2//wAbo/1gxn937g/4h1kv9/8A8C/4Af8ADSnxDz/yHh/4BW//AMbo/wBYMZ/d+4l+HmSLdz/8C/4BY039qDx/Y3Ymm1C11GMZH2e6s0CH6mMI35GtIcQ4yOto/cRLw+ydxtzVF/28vl9k+lvg58W7T4raFJOIRZ6paFUu7YHK5I+V0PUq3PXkEEc8E/Z5bmMcwp3atJbo/GuJeHK3D2J5Je9Tl8Mnu+6faz089zyj9sw/L4PHYm8OO2R5GK+f4m/5cx6e9+SP0HwwinPFy6+4vlef+SPnm3ubE6U1rPCwuGk3faY0BYL8vy8n2Y5HPAAIBbPx0J01DlktT9fxdDGyq+1w9RJW2f57f18kS3EmkSrMI0uYsyZjOwH5d78Eb+DtMfr0P1Nqph29VoZuOYxa5ZxvdN77Llv08pff90azaSmivE1pI2pFVCzHO1CJGJON3OUKjoMbe+c1LqUeTSPvaf8ABOinTx/tuaVVcmunrt06fj3J7abQjNC13aXDx+WyyCE7W3eSoDZLEH94GbGBgHqeFDU6Vlzx1W/9eqZFWGP95UpxSb0v095trRdrLfo/nCG0hVbIk3GOJQGhJw+f3jDEg6j19QAFxuq+fCtaRf8AXzMOTMnN+/G176PpfVO8X000t3t0da7ax+zwraxyLcCRzLIxwrKSNoC5OMAHufve1Y1JU5JcisejQjiVKbryTT2/H/Nfd5lauY7woAKACgAoAfB5PnKZ0eWLuiPtJ/Eg/wAqalFS1X5fqZTc1F8js/NX/VfmWnuLKO2ljtrSSN5AFLzypLgBg3yjywVPA5B6Ejoa3qVlyNR6+n9fccipVXVjKrO6V9lJbq2vvNP+meyfsgkr8SNTUHCnSZDj6TQ/419Nw7J/XJrvFv8A8mSPzPxJSeVUpPf2i/8ASZf5I9w+M3wYHxdOjf8AE5/sn+zvOP8Ax7ed5nmbP9tcY2e/Xtivq8yy15koJT5eXTa97n5PwvxPLhz2y9j7T2nL15fgv2Uu55r/AMMZH/obx/4LP/t1eH/qtP8A5+/+Sr/M/QP+InS/6AX/AODF/wDIB/wxkf8Aobx/4LP/ALdR/qtP/n7/AOSr/MP+InS/6AX/AODF/wDIB/wxn/1OA/8ABZ/9uqf9WJf8/v8AyVf5k/8AET3e31L/AMqL/wCQD/hjI/8AQ3j/AMFn/wBuo/1Yl/z+/wDJV/mH/EUH/wBAX/lRf/IB/wAMZH/obx/4LP8A7dR/qxL/AJ/f+Sr/ADD/AIig/wDoC/8AKi/+QD/hjI/9DeP/AAWf/bqP9WJf8/v/ACVf5h/xFB/9AX/lRf8AyAf8MZH/AKG8f+Cz/wC3Uf6sS/5/f+Sr/MP+IoP/AKAv/Ki/+QD/AIYyP/Q3j/wWf/bqP9WJf8/v/JV/mH/EUH/0Bf8AlRf/ACAf8MZH/obx/wCCz/7dR/qxL/n9/wCSr/MP+IoP/oC/8qL/AOQD/hjI/wDQ3j/wWf8A26j/AFYl/wA/v/JV/mH/ABFB/wDQF/5UX/yAf8MZH/obx/4LP/t1H+rEv+f3/kq/zD/iKD/6Av8Ayov/AJAP+GMj/wBDeP8AwWf/AG6j/ViX/P7/AMlX+Yf8RQf/AEBf+VF/8gH/AAxl/wBTeP8AwWf/AG6j/Vhv/l9+C/zD/iKD/wCgL/yov/kDt/hB+z9/wqnxNc6v/b39qedZta+T9i8nG50fdu3tn7mMY7+1exl2Uf2fVlV9pzcyta3p/kfI8R8Yf6wYOOF+r+ztJSvz820XG1uVd73I/wBoX4ta38Lv+Ef/ALGjs5Pt/wBo877VGzY2eXt24Yf3z/8AWrPOsxrYBQjR+1f8C+DOHMHn0sR9bbShy2s+/Nf8jx7/AIaz8bf8++k/+Az/APxdfKPP8Yu33P8AzP07/iHuSd5/+BL/AOREP7WvjYf8u+k/+Az/APxdH9v4zy/H/Mv/AIh3k39//wACX/yJ5L8Wf+CinxN8BeJLfTrDS/DE0ElqtwWubOdnyWdSMrOBj5c9O9fZZPjamOoOpV+JNr5WTX5n43xjklDIMwhhcK24yipa77yX6HFf8PSvi1/0BvCP/gDc/wDyRXunxAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQAf8PSvi1/0BvCP/AIA3P/yRQB9AfsUftneN/wBor4o6v4b8T6fodrZW2jy6jE+mW0scm9ZoIwpLyuNuJWPTOcc9qAO8/bMGR4PGSM/bOR/2wr4fiV2lQf8Ai/Q/cPDSCqLGwfVRX4zPBdW8S/2pbhjYW6ahli12RvZyXBw28Nkbdw5OTxknkH5FV4t3cbs/W4ZXOmlCnXkoK2i8vRrfqWU8S6e93bPPo8P2SKYzm3h8pN5znYT5XKYyuMZ5PJ+XFfWIdaZhPLMVJPkxErtW2f36z36/5Hyp+1VqEOpfEaymgs0sYzpsf7pCCo/ey9OB/n8h95w81PDyklb3n+UT8I8QqUqGZUYTnzPkWr31lPzPG6+oPzIKACgAoAKACgAoAKACgAoA+yf+CV3/ACcH4h/7Fe4/9K7SgD9RL/wfonizy/7Z0iy1T7Pnyvtlusuzd97buBxnaM/QVzVsNRxFnVinba6PRwmZYzL7/VK0oX35W1e217W7sqf8Ke8Ef9Cho3/gDH/hXN/ZuD/59L7kei+I84e+Kqf+Bv8AzD/hT3gj/oUNG/8AAGP/AApf2Zgv+fUfuQ/9Y84X/MVU/wDA3/mUNQ/Z6+GGsTLNqHw78LX8yrsEl1o1vIwXJOMshOMk/ma7KVCnQXLSikvI8nF43FY+oqmKqObSteTbdu2vqV/+GZfhD/0S7wb/AOCG1/8AjdbnEH/DMvwh/wCiXeDf/BDa/wDxugA/4Zl+EP8A0S7wb/4IbX/43QAf8My/CH/ol3g3/wAENr/8boAP+GZfhD/0S7wb/wCCG1/+N0AH/DMvwh/6Jd4N/wDBDa//ABugA/4Zl+EP/RLvBv8A4IbX/wCN0AH/AAzL8If+iXeDf/BDa/8AxugA/wCGZfhD/wBEu8G/+CG1/wDjdAB/wzL8If8Aol3g3/wQ2v8A8boA0dD+D3gT4f3jaj4Y8GaB4dv5IzbvdaVpkNtI8RIYoWRQSpKqceqj0FAHV6X/AMtPw/rQBeJxQBT1fWtP0DT57/U7230+xgXdLc3UqxRRjOMszEAc46+tNajSb2OHtf2hvh3ea0ulw+KbJp2jaZZzuW1dF25K3BHlN94dHOe1EU5q8Vcbi1o0d1peq2WuafbX+nXcF/YXMazQXVrIskUqMMqyspIYEcgjil6klugDgfFXijxxpWoyx6L4Rt9Zt/tTxRGfU47PfELaKRZdx3nBlM0W3ZngNwo3MAamveIPEenaSlxp/htdXvvNmV7OO/SELGEmaKQu6gZcpCpXHyGYnLBMkAxLDxr47utR02B/h6be1mMRurmfWYP9GUzTpJwqkuyolvIFAAImYbg0eGANuHxHr8vie/sH8NNDpUGww6mL2JvPzEGP7vgrhzs5znBPAxkA05dVvGt5J7Wya5ABVY2PknepcMMv2yqgHGCGyCRigChDr3iA6XPc3Ph5LW5+2QwwWYvlkZ4GMQeV2C4Vk3ynYC2REMHLYABs6LdXV9pNpcX1oLC9lhR57QSiXyJCoLx7wAG2tkbhwcUAXaAKmpf6hf8Ae/oaAI9L/wCWn4f1oAq+J/Ea+HLOF1srnU7y5l8i1sbPYJZ5NrOVUyMqDCo7EsyjCnnOAZckmk+o0m02uh8dfHn4man418Zut15/hXw/o9/e2VlqMqGZme3V47iRoAOrOrBHLDKoNvyyvu9KlKlRgpVHrL0/Vo6aVNzTsr26HEy+HrrwVqGkvqSSadb30DWovJNVlMayEbzNHDEVLK48p8rtVNyKWUjcPRjTund2Sa+++53qKlFxiryWtutu3y/4J3Pwi+IOt/CzX9La0uLzxN4R1e7h013aZ3a5uJZhDDJEkh/dsH4ZmKoRlSW2xtXHiKXMnK2q/qxw1426WPsPwl4mh8X+H7PVoLa5sluFO+1vFCzW8isVkikAJAdGVlO0kZU4JGCfHjJTV0YTg6cnGRyHi/4leJfC+q63bW3ga51u3tJdGWwmsLh2a9S8uzb3JIMO2NrVVaZhuZShQs0QYlbMzzrwx+1lrl3rseneJfhH4o8PLearpmkabPHBPML2W6trieSVVkghKxQi3YOSN6A5lSEA0Aeg6/8AGK98N+KNM0q48DeJL+01XWG0uz1LSbJ7qGJFWAG5u8KDbx+bLMoY5UrAZN2GAoA7Pwdr8nivwno+ty6Xe6I+pWkV4dN1KIxXVr5iBhFMh+5KoOGXnawIycZoA2KACgAoAKAKmpf6hf8Ae/oaAI9L/wCWn4f1oAp+JdCm1f8As+4tLmO1vtPuDc28k0Rli3mKSI70DKWG2V+Ay84OcDBzlBTcW+jv+Fv1LjNwUo9GrP70/wBD5m8cfs2+OZviKPF099oni+K/nEmqWVpZS2DqqRqkaxpLcTqVIDbtpQgszbZS5A7IulKPJVT01Vnb7+504av7K8XsznbnSNRh+HqCLw1bX+r6lMNQOm3ml3Md3axPMPkS3bMhG6GNsAKFVOQ24V7MsTGrJVH8NjeFajCquSe3+Vi7oHwJ8e/ErxPp2vwyWvgPQ9OuLbULK01C1urgXE0CqId1o0kDKFYBiZNr5ijXaykmvOxNaPtLU5Pltsc1WpGUORa36n098OPCWq+EdFuotb1uPXdUvLuS8nntbIWdsjNgbYYN7lFO3c2XYtI8jZG4KPMjCMW2jCU5TtzdCx4i8NXusM4tNcutOEkkcjpHkjav3lGGUqGGM4NWQP03w3d6W0KxavdTQiUtMl2fPaRNuFUOxJXkAk8554GeADdACjoQAOnb8qAHKQelAC0AFABQAUAVNS/1C/739DQBHpf/AC0/D+tAF+gAoAKACgAoAwfGnhuLxb4a1HR57q/sEu02i60y7ntZ4yMFWWWB0kXDAZCsNwyDkEggGPPpHiV76wWPxJNFZpDMLkrYIC8hkQx7V2cAIZlHzcYjJD/NkAtjQtQt7VIbbX76PMk0ksklt5ruZH3DBYHaFy4VRwMqMbVCkA6aIZYsAQuMAEYoAloAKACgAoAqal/qF/3v6GgCHTlLCTDFenTHvQBc8lv+e8n/AI7/AIUAHkt/z3k/8d/woAPJb/nvJ/47/hQAeS3/AD3k/wDHf8KADyW/57yf+O/4UAIYjnBnf6Hb/hQAeSf+e7/+O/4UAHkkDPnvj/gP+FAAIW7Tv+S/4UAJs6/6S/HX7v8AhQAvlN/z3f8A8d/woAXyW/57yf8Ajv8AhQAeS3/PeT/x3/CgCvqClbdcuW+bvj0NADdL/wCWn4f1oAv0AfPHxs/bb8FfA7x5H4W1PT9W1i5W2Fzd3GkfZnjs9wYrHIHmRt5UBsAHh0Peoc1HRlqEpRclstz27xP4r03wf4W1DxBqdykGl2Nu11NOSAAijPGTyT2HckAVZB5P+z5+1t4W/aH1jV9K0jTdV0bUNOTzhDqqwr9pi3BTLF5Uj5UFlB3bT8w464Sdy5QcLX6nuNMg8S+IyyW/iXxTf+GPifa+Hr+2t7KbXrC+1RJY9Nt45Y5JLnyp/Njtc2olHEcauWV2YlQQAdVYeIz4nl1Kz0zx1o99du0qwf2SI3ks0yQrMN0oZlBGWYKpbjaNw2gFV/hr4l0a708+HPFt7a2kmq3N9qsWpXEl+1xFIxZIomuPNMKqAqBIyijJYDPBAKfjT4VeMfFvhjwtpo8fXdldWP2Z9YvbDzLKbUnjQrLseB18lZSxJUBgCEIA2ncAdDrHgPUr/Sr23tdamtLuS8kuoLn7TdERB08sqVEw3DY8pCgiNHKMqZQGgCrpvw41HSbr7UmtaleFJHkjtbzWLqSNUNnFAIMkkld0KSebIJJA5lcEmZgACx4M8Da7oOoaTd6v4ovNXaz0p7GaAOyW9xcvMJJLpkYsS52qFXdtiBdVGG+UA7qgCpqX+oX/AHv6GgCPS/8Alp+H9aAPPf2nvihqPwY+AvjPxnpFhLqWqaTZGW2gjtmuAJGZUV3RWUmNC29znhEY84wU3bYT21Pyi+Jd/pni/wAXTeJvF9pqeu+KL6NdR0LWNJuEgttWjyrRTzReSHUPH8gEQiIaLaVDEkefKvKPM072tr69P67n1tLL6WIlQVNOPNfaW/LFPqla97dvuZ98/BLw7quufAl/h58TbibV7l7bSNRe0eQqbGxmnK29ruCI26NrFyS2SCxUtJt3t2x0jvc+brtOrJxjyrXTt5fIwv2NfgL4U+DHii7vNAk1Ca8vr2ezMmoyozLbNGZTGoRUB/eQplmBb5QMgcU029zFn2lVkni/jDxT8NNT8Z+JfD+r6at7qVjJY2GqyQhZDC2rqLOAt5Tl43dY0iLEK6o6niN91AHM/wDC7fhp4X8ew6lDofiC61vX9Q0vSYdVJaZLqHUFmubWaJpJ8fZ/3Mv7tPnUjasXzKCAfR1ABQAUAFABQAUAVNS/1C/739DQBHpf/LT8P60AXJkDxlWGQe2aAPx8/aFtE0X49aJY6dqy+HrTTLq6t9OkWDyINHiju5dvlLFkFEYM+UUEZ24LKc+VV5lGV97x/M+7ymKc6HK91U6J/Y1Wv66dnufdv7OWl+Kn+Fup6/4z1W31vUdY1Owk0+6toVRU0nbbvaw5X75XzZiWy3zyOAzAAn0lfl1Piqrj7R8m3Q84/YR07XdPinOupcx3FxrXnSJdSo7/AGhrKZpzlQBguTjPI5XACjJHczZ9wVZJzXiW28QljJpd7ZwoZYtouPk2IM+Zlij7s/LxhfqMfMAVbbTr26uNKuNUOj3EljcPcLIqBvJYxtHuiJXKttllTIOdjEEtuNAHUfbbfHM8f/fYoAmVg6gg5B7igBaACgAoAKAKmpf6hf8Ae/oaAI9L/wCWn4f1oAuycITgkgZwO9AH5AfHHwd8Wr347T6pB8N75bqDU7u6t7u3uGkWZnnLoQ6vH5aDGQcrIcliQSAvHUouT0ejt+B7mBzGGGlHnjflU/neNlf+kfoN8FfDureBf2bvDOnatp95bah9qa9urcyC6ltRLfPdFcpGobaH27VXAxgFgAT2M8S93dnL/s/WFxpWtHbY38jyaw13I01iYDsa3eLcWEahtuVHzZbA68VCQ2fUdWSYHjTTr/V/Dl/Z6Vrdx4b1OZQLfVLZYWkhYEHgTRyRkHG05Q8E4wcEAHH33iD4mDU47a00jwk9qkUhe/l1iZRPIrZQeUICYhIoVfvSeWXdvnEKrcAGq9/4wt7BBb/2FfXhluS63d48SldzG32skRwG+VSCpMYbO6cx/vQDto23sWBBTHUdDQBJQAUAFABQBU1L/UL/AL39DQBFpn/LT8P60AX9vuaAEKA0AG360AGwCgBdvuaADb7mgBNo96ADYKAF2+5oANvuaADb7mgA2+5oANvuaAKmpDEC+m7+hoA//9k="},{"timing":3874,"timestamp":696562052880,"data":"data:image/jpeg;base64,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42626\"][href=\"\\#\"]","nodeLabel":"a"}},{"node":{"nodeLabel":"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's default semantics were not overridden with role=\"presentation\"\n  Element's default semantics were not overridden with role=\"none\"","type":"node","selector":".removeFromWishlist[data-id=\"\\33 93193\"][href=\"\\#\"]","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,5,DIV,0,DIV,0,A","snippet":"<a href=\"#\" class=\"removeFromWishlist\" data-id=\"393193\"></a>"}},{"node":{"type":"node","selector":".removeFromWishlist[data-id=\"\\31 42381\"][href=\"\\#\"]","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,6,DIV,0,DIV,0,A","snippet":"<a href=\"#\" class=\"removeFromWishlist\" data-id=\"142381\"></a>","nodeLabel":"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's default semantics were not overridden with role=\"presentation\"\n  Element's default semantics were not overridden with role=\"none\""}},{"node":{"type":"node","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,7,DIV,0,DIV,0,A","snippet":"<a href=\"#\" class=\"removeFromWishlist\" data-id=\"254981\"></a>","selector":".removeFromWishlist[data-id=\"\\32 54981\"][href=\"\\#\"]","nodeLabel":"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's default semantics were not overridden with role=\"presentation\"\n  Element's default semantics were not overridden with role=\"none\""}},{"node":{"nodeLabel":"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's default semantics were not overridden with role=\"presentation\"\n  Element's default semantics were not overridden with role=\"none\"","type":"node","selector":".removeFromWishlist[data-id=\"\\32 54597\"][href=\"\\#\"]","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,8,DIV,0,DIV,0,A","snippet":"<a href=\"#\" class=\"removeFromWishlist\" data-id=\"254597\"></a>"}},{"node":{"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's default semantics were not overridden with role=\"presentation\"\n  Element's default semantics were not overridden with role=\"none\"","type":"node","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,9,DIV,0,DIV,0,A","snippet":"<a href=\"#\" class=\"removeFromWishlist\" data-id=\"140007\"></a>","selector":".removeFromWishlist[data-id=\"\\31 40007\"][href=\"\\#\"]","nodeLabel":"a"}},{"node":{"type":"node","snippet":"<a href=\"#\" class=\"removeFromWishlist\" data-id=\"323746\"></a>","selector":".removeFromWishlist[data-id=\"\\33 23746\"][href=\"\\#\"]","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,10,DIV,0,DIV,0,A","nodeLabel":"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's default semantics were not overridden with role=\"presentation\"\n  Element's default semantics were not overridden with role=\"none\""}},{"node":{"nodeLabel":"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's default semantics were not overridden with role=\"presentation\"\n  Element's default semantics were not overridden with role=\"none\"","type":"node","selector":".removeFromWishlist[data-id=\"\\32 55007\"][href=\"\\#\"]","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,11,DIV,0,DIV,0,A","snippet":"<a href=\"#\" class=\"removeFromWishlist\" data-id=\"255007\"></a>"}},{"node":{"nodeLabel":"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's default semantics were not overridden with role=\"presentation\"\n  Element's default semantics were not overridden with role=\"none\"","type":"node","snippet":"<a href=\"#\" class=\"removeFromWishlist\" data-id=\"195116\"></a>","selector":".removeFromWishlist[data-id=\"\\31 95116\"][href=\"\\#\"]","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,12,DIV,0,DIV,0,A"}},{"node":{"nodeLabel":"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's default semantics were not overridden with role=\"presentation\"\n  Element's default semantics were not overridden with role=\"none\"","type":"node","selector":".removeFromWishlist[data-id=\"\\33 75800\"][href=\"\\#\"]","path":"1,HTML,1,BODY,3,DIV,2,DIV,0,DIV,0,DIV,1,DIV,1,DIV,2,DIV,0,DIV,13,DIV,0,DIV,0,A","snippet":"<a href=\"#\" class=\"removeFromWishlist\" data-id=\"375800\"></a>"}}],"debugData":{"type":"debugdata","impact":"serious","tags":["cat.name-role-value","wcag2a","wcag412","wcag244","section508","section508.22.a"]}}},"efficient-animated-content":{"id":"efficient-animated-content","title":"Use video formats for animated content","description":"Large GIFs are inefficient for delivering animated content. Consider using MPEG4/WebM videos for animations and PNG/WebP for static images instead of GIF to save network bytes. [Learn more](https://web.dev/efficient-animated-content)","score":1,"scoreDisplayMode":"numeric","details":{"overallSavingsMs":0,"headings":[],"type":"opportunity","items":[],"overallSavingsBytes":0},"numericValue":0},"final-screenshot":{"id":"final-screenshot","title":"Final Screenshot","description":"The last screenshot captured of the 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