@keyframes rwdcur21172 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEU0lEQVRYhb2XTWxUVRTHf/e+25n3hpmhDFAqKZWAIOFLJI1G0hDqRxBDjHvBGBdGo8awMsQ1Ma6IRjasMODGxGiMJBANRSX1Iw0gUoIpEGhrC6UObef7zX33uJCWSm0ZxtCTvOS/OPd/f/e8l/vOUdQauS+a8JPrV6uGvc3SsGUlMZ2TSKOUS6G5TOiGxP7cG1X3YeU8qe3DtdjqSSUy+6PiOm4aSKHdIjxadODnjY7lNH6LDvxFeKRR1jNAoVzzuRTZz9NL0pk3GkW/s4lgUQrPOIUbl0hXwFpcOUIGC9plsxIVF4pe04LftEoH/gVKAKwloNeVyv2Uh0ckupjxvETK6YyHXmpQfhxl0mjngckR2dOUs2PK7b/R339Q3alAl7+AQttS17A747xdGwj8BcpoPVEkNZ3+DAUAHmfejCcUhKyrunOUw1vaHrkWVQ7nL9zoZtMrxRlsIS3HMgnM2yvwd6y0DZuaaIgllKdR/07/hTwAT5K8e1dKRO6mhPaSCs/2Ujk67JU/Ru0cnf4KZgvp8lPY1sWuum8FwbaNEmTiKG3QoKCTcQA6SAMQIVTE8ZsqZq/o6okBqu+HmD5Ux4wfxewAUyJeOr58vvbal3nmzVaJt61VQaxT50DgaUnTI8Xwmq50D2h3YIxKV0XtuFqLb80AU6NRTrbHIrunRcVeAvQg1a9sxP6R2DM/3K+XvnfK9BhV207NU9qklefSStsART2b1w0A0EFyZyiYKsp0kHyxXh9T78IArZMKEAiUV/dB6gb4g1J+C41JFPwk4/l6feom78fZCd2HdXMOYJFDdzSHZs58QAA3tXw2RR+ec4Ak1euTunxHzxmAI5jU4kf12tQPUCRqntAF4s2z5T4QgMVO7Z7QS1AvzzmAgVcnTZx6bc4BWjGTa5dN0XMGsFr5SQEEeFT5yXvlzxR1X8UliVweq1H/6Hp96q5AJ/mvh3RoB6ViOyl8M6cAzeGJrRUNA86aP7Gmgrhm+X5rPV41d0Tz5fjygFh7C95brS62eZ1KxH6UcQTYqtL0SNH2EXYPSHSgVA1PjQXbr/5/AOnyU5Ram/A+WEF822MSZOJovNvLvpVRUJrnpjalOH5TpewVyieH8fbmMH2oLffXlKblWCYg/u4q1/DCI8Q2LiZm/qvp6CKHAp4iNc2jJJEbJrSXdHj2MuHRIuEn4+r57MwAQ8cTjc2mrQWzO+PMro0EsQXKaDVLkbopAELb3XPBlBCEW2LdOUphFnvkuq5+OkLjaVTb7cHk1peNDzXOfz3t9J7N+JkUnonAjuN0BbEWKUe4wbx22ayLigvx1iwj3rRKBX4PRQDWkaBXSuV+KsN/EV3MaC+RnGU0O0N5ZEy7j4ZGxw7W3pbnvmuKJ/X6Dc689zCx9nVqXuJXKYBSPEGCHikUrxGe+l3bDyt5d57UszVNx7VfRMkAayvktDMjRAxIuZxCgcAAZUaIyOGMRSBZ++/5bzEr250vnK9ZAAAAAElFTkSuQmCC) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHK0lEQVRYhbWWTWwcdxnGn/c///nY3dm1d7N2nNRx3NQxaVLcJBJSK6BtoFLbiHJAOAekcoRT1RMHTo5PnBGnwAEVDkg1UgW5FdKGtqJFlNT5siLHBOPGrmOv7d317Ox8/P/vy4EPNR9OvUJ9pDnN6H1+88wzMy9hl5qUa1621Ri3Gs+UFV5bBjc6xvwuzjqLdzrNpUd0BY+W+467pI+xg28JcKtl8pmNtHutsWHmVh6/3ARN871z9UNd5Zw+1jpwvKr9nzidjXHy1EeeQ8OOOPvrbMJA0ws11dfYX+jvdwmqAAUSCpkIXbGhIYRZlhvWTYWzFxWA+wBoZ3PBSPP3o3up8L0B7b2yR+mRHJQJQWuQB0FGkEgJZQWlij6coMum2ZbsRpPtjVXOr0ZJ50q70Vpcnytt4syZ7EE2dyUwJaL+HL1Vjxpp7dbCb1WxFkyUXedYAUoziF1SYa6gSTkYhPYUS5CwTUSYBYyUeDPm/KOY83eWs/hK4933m5j8tsETp8xO93lXAqejvwx5Jn6OCSe6isdB1F+DWwvJGS47XoUV9LIyYBIcQQnEjLbJNjucLzaQrbbYXkqQXIhh566Fq5ugH+5o/L8EnpV3tIqS8T74P2Ikz2utbrhCwT4VjPmkKhZiSKB9Ik1Kw0oGy8J3pAuXKU4kX2ja9N2m7X6wnG7NZ0F35XbfX9vAzz/XHAD0bHMx/JIMjBVdCYugRAhFyxylYpsuVJEhiQhMh02WcR6AGKlYLMNEmuV2bvKLcZ7+Yd3ZXtimm431vukYdH/ZdgQII6+ehtK+Y5LfZE52oUxusSTApjUDpPLxIog9oQhMxVxhuKXsYBc8aCHIxC518vQCNv8xu3B4XxuYNr2YA4DuLjfWVg/aNjqA/5iTtTpuEGyjwsJBSn4YkqNKjvVAWhtfHYod5+Wy4+5XRIqFjc5so+uyAa73bA4AevOp19qYnIwwCeCxGUYJCiuvbg4f/rq6/bc1hY02qmMVXXIj7cnelWJp4GmfqKmJdOD4HhXUhFWHm+7Nv8cLwANftYfp/u+APOCsAAcxFeyPJsYK1Pcd13Ff9oiGSWQtteaP7W7nF8P1ZH6GzvSewC6QAAJKAg5Cv607sugCyZB4/YqoskBxY62bmA9wpldvAIDa7YVzmM7eWZxZ20Z+JWLLZVKqJA4gEvvKDfde/lUAmdr1vJ4BQABGX8+WtjYaEFxpCc9ui5kfIK/xiFccqnoSYGauV/8eAABg5g1oUzUu84Xc5h9q4HYFWhWIvG7KjDMzPXegN4DJSWSj3O4m7bmuzS6XyTnZ7zjfSGHRxCIg8rkj/j8AIv4UL8cr2+ur2zBrRGQgUJWCWz986MTgwNrZsNce9FwaEEHZIlx42GLz9raSS4EOTlR1OFFLDlT+89//AgEmJ5WX+ToSzppi2FgedsV5KnPolHFKCmf/1FMPegc4ehQbJknWOV1tSF4vKz3eT3rChZrYFwaDBxenPPRQhd4Bpqf5zpPfT5I8iVxFQQ6BAXFdXDWo+yfGg5NDR69PeV8cAIBJvIEDgdKh0GwsZj6DaRagAkfwaEBupTJXUXelIJ857tHDl9Id9PHNT/Wj5dHMlM3VttCRgJz9KXhoCebQFpqIn6oUDy7+MvjnbCODqWAYVb6N9xj4mYGAMTOpMANgZoZ3XkofJplST872V/ToY4fI9X48pEsvGhEsc/d9N7fnfUsLjhLTitMs1oaDzEZqQCVtH21BnqSXW54oFyYOkt4TECjgmO4ObmmVoV5wHR2JjQkUDDmFsbLgFa2xpIjiQb8UdmA1rJ1XcO5EqaiW5JF7sNowJmusp62V3hIQqIG1qWLNO1IfQOlQWZVfcF39vFU0wiRhAQ7q7CgPFDMkJiLtEBXbbFYSMYuWUFGCesTmSovTX1/dunVxdwkIAPxAV/CVSrm/sH9PWhkfoNLTfdp7pkDueKakuEYGBlB7dAGwxutY47GIIVHKh1PJhIvMNk6JAo8oKpC/cHzk8WiXj+CcfiIq13yUj5aCwjf7fPdkVbyhEunRsuOFohQ20AEJocM5HIHpgpNIzMoWug0G2gXGvGv5Y9LO22+Gz63+d/LDAc6d03jphq6vF/urXnWizy+cqlnvdL/oMSFlCKJytsaCdQiFnBlbnBuGJKmY5pbk127n3fNrrXj2iPa57hQ3T+491XjzMxY7A/z0VW/gq15tT9+pUZ/ciVD5Xy6LOhIQ1QDAwGZd4dhK7omlEASPIJkBZZo56MKatrXX4zT9cGvku7c+oH/X7fw9Ng8GmHpWD710vFKtVUfqTuFrVeVPFkgNQbDSYnvjE0mRA6xBTYHUi+QcKUFXDOwNAywVhE62wUtRlr71yeDIEmjnrj8Y4OxzrJY1u0p5mlWkFLWNyKBj5FIGe/VO3J1dzjtcK/eNFhUdKjkc+ILBFOZ1pf2LW580598bP72rDflfw2Gp5MgeqYQAAAAASUVORK5CYII=) 15 16, auto;}
}
div.testarea{
animation:rwdcur21172 0.66666666666667s linear infinite forwards;
}
