@keyframes rwdcur17376 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 26 1, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 26 1, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 26 1, auto;}
60%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJe0lEQVRYhbWXeVBV5xmHn++cw924XLiILOaAiAjhgmuMigoal2itiZkk6iSONc3SmcSZ2mUySabNTCdja9Nl0rTZJ6axGo1ZbDRqxbrveyAquACiHAHZxAtcLveec77+IVq0mqVN35nz3zfn97y/953ve1/B/yF0XVcAB+ABvLGxbk9cnNtuaGi9YBhGuPdZ7TsU1QAv4ItP8CUW5A+8c2zRqKIJRdNHCEdz9t7d+y785qW/zgKM70oTXdc1XdcTdV3PKi4eP2nx4pdefvf9JftD0erLKz95xZI9UVq+0ZLS7iosLBzfA3o9vrUDuq4DuICEfv3SMufMmTX30Udnz1y/eb3+1IKfuQ4cWE5bW5DqqvOcrdhKh9NicF6BAsKVPyR7ZG1t7THA/K8AeugTp8+4Z0zxxFFP5AVypowceq8HoG+8Bkg6OgTLXnufX/zqOUpWf8DpSJud4kpQ+vVLJy+QefemDawAQt8KoKepPA5HTMZjTz60cNTogsemTVrggXb2Hf6AIXljSU1NZ+nSJUzKzydc10nJ1LmEuiX3zJ2qVJ06x6efbyItLWUY4AOar/1bfANxB5BUVFQ0fcqUcS88/vjC7OrqXVzpamdDyX6yBqdTd+QiCycXsf3FVzh59Bh9uqP4FIUKLIYODdC1cD6D8jPIzxsUmjb5yclVVVWHDMOwv9KBnqy9+fn5gftmzXh24dM/ngG4lq96la7Lnbiykugn4phtJfDxsr/w5u/eJtu0GIxNFFBtm7uEilHbwOBEL43V9aiqcA0fPiSnqqqqFAh/XQl8CxYsmPHUT+a9XB+q1RuNw1Q3BgHICWSRXd5I+botLP/1cQaGI+goRIAOASrQhiRRWliWTX20nQfvnwfEKU7nljyuNvHtAXRd94wdWzhm2oPFr/RP0pNbTtRwIRylb5xORkIHzdu3sfv1jygIdzNACuoFSCQOFCQq7VjEAFFAhqPcERFs27CGi8E2kpP7FPQAAKDcquYOhyNz0aIFr7pENPls3RlipI4vOZW0dJ2gJ4H4SQ8yudtEQdAiBN0oaEIlRTgZgZs0GUMsKm6p4JeC0d+bRsQtmf/IIubMeSirN4B2k7gCJL299NUlAwdm5aSkuNm4djN/W7OFRYOH47l7HI0zHyZHc9IgBQIVp1DwAy6hoUkVBUkfNIKyGwVJsxmmZOmnXEpwAmBZkQRVVR23c8A1b97cSZ5YMbM1aFB2oII7AsP447wfEnprNX4kQzQ3ETQSRAyxwkWu8JCLC69tE7IjRKVFRJF0YdONpI9tkh9Ip6m7iTPnS4jIkNfv93tuB+ArLBq2wO1xKBXHz7Js1edkD0hDXbUGX/Ml7Afm04mKy7boKwTJKHgsEyxBH1ulDzZJQuCVFiBIkgrtDieiJUJjTZCc/tMYlDnK4fY4HD036o0lUBTFOyA9IzAkv5jh+VO5bP4eUbKL4+s3Uiw0kAqqAEuqRKWNZUe4jIWfGAASpQPQUDGJRRArJH0jFrtKT5E3JJtdBz5EFQoet+d64jc4IIRwHTy6R9u7YxnQxdDYvjS+9TGB7ghOSwEE0rQIWmGCtkmClPglWESxsAAbpEBDw42CWyiYQuGRZx6Dy0H6xmcydnRxyLhYHzIM40YHdF13BAqyM5NTkhLGTVxARc1WcpLTKT1USnGMjzYrQqXZhSIlcdfZBRYCS0gUadMkbJxCwcHVL4pN2h1JLPtsOUq8l9NVpyg/Wx4KdYauzwS9HXCMHTe8MMZxtUPjPMk0tzVxxYzSZoU5ZXZjSosYFFQ0bCRdQqIgUKRAQ8GNIAYFLzbxMRqKotHcFmJG5kg8sck8MHM+haOnh6WU5q0ANI9H87Y0tVJxdieH9pWT1X8Q3u5u3JbJCKcHgcSPTTwCF3AZSaeAy+LqfdCIoAubDhVsodFl28Sn9eP5lcuYPesHWFYtFy9UtnKb59jUYjxNeYEC8gZNIG8QNB4+RTRjAM7mNpAKuuLAYdskSqgTAhUIIelEAUzCgKk4UIWGT0a5iMQ3JIviubP4eOV7pIzyc/KEEekN0NuBSOWppnKXW5gAtc3/4FD7MSbPmQPCTaemEUKlG4mNiQOLCDYeBA6gG4UwEluo+OXVljzjjKHK5WXvui2MKRpNcfZMEhPj64DILQHWrVt3oqz0eN2uA6uJj00jtU9f1NGjOal2E2uaNMkIrVi0iih+LJKQxEqbGCxCmIR6SqQhqbMjDBk3nrhp4ykcmUtruJVLl2vpbLHK6HmIbgAwDAPLslrjfck7hgVG4nMPwxsn6ZjcD8d9xVRaIYLCpFHAGQQ1WFzCpkpYnMeiCxsbG6eUqEQwPC4y//A8ybn9GZieSJwbTp8ub33jjTc20WsiUns5gM/nMxvqrjQNHt7/vvqmLz2Dc8fgUJM5Lq8wIjmb0JEynCiYCGqFjYlCakw8uS4v6Q43mgCf5mKP1ck9i3/KqnAL//xkK0898wJRGeTgvi/Wrl+3+SPDMDpuCRAMBq3Ozs721NS+pj/JOWFARpECGufaKomOvZPjzSHaz10MJ1qm4hBSjHbGEevyoCgSEQ1jRjopUUzy753Kntw0AsPziY2L4+iXuwgEBod/u/j1Z+vrG04Hg0HrlgA9LnQf2F96JjHRb2dkqWOqa04o4+6aiCveSZsnzi7PSq2YPe3+pIbKc8r5SBcuE644XByO89Aa72fsn5/j4JhcRo4ZSubACQzI9aJqGju2Hf3wg+UfLTcMI3iz5n+EruuKrusZ76/40+rPNrzZM92fkxUXdls1NUfk9j2r5La1b0spW6Q8eFDK06dla91peb70jHxvxWs950Ny27Z3pZQdcuvWz/cXFBQEbt4JbulATymkz+fr3LZl35Ep0+5N8caLnA7bFlnJGUpCQjbVlUeYNP0J6jtrOFpXSVlLFdIZ5M6CcahESEnJAGI4cGx3x+uvvfPeypV/f7GxsanKMIzIrfS+yglN13V96Yp3frlh+5qK2taT1s79q6Qtz/Rkefba8iM/27RESillQ2up3H90tVy8+On2Bx7+/o90XU+9VeZf6UAvJ2yfz9exY8vOso3rStZ6XZ6acCTqaKxvUDvNGve+fV+oebk6YLFz115S+qkcP34qVH6icufRI9U/P7D36GagxTAM63YaX7sX9HJDoWfbVRTFN3HSyMDESYUT/P6k1MTEOF9NjWHUXqgv27/nxJdlZWXVQOvNm/D/BHATDPx7/b4235lcveHC15aObxL/As3MKYmhVFC2AAAAAElFTkSuQmCC) 26 1, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 26 1, auto;}
}
div.testarea{
animation:rwdcur17376 1.3333333333333s linear infinite forwards;
}
