@keyframes rwdcur150683 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2Wz28bRRTHP7tjr+Osm03cmij8KFB6oArihjil2lWF1FtEQiUOvcChUmklrlwq9dD/AJBajpxJAYnSA4c1BKRK/DgYIbWiRKUSMsjIdJOuvV7vzHDY+EdK7NgOB5DypNVq5818v9958+a9hQP7v5u/jOsvc3LS9cZ+yfMWPqDiNt7JT/hqP3hjk986gw7uoB/cRt86g/x6BXdcnIki4C/jzhcd/6m3E1Q+xEgge79E/XNTARceP5z/wLh8T42CZU5Cnrfwj57vjWkB8kjMoTcemkrx/u/11luj4o0VgQ75iSuD52gNty+NnhMjC1hfTc83a+L3jy++YyMeTFO5VutTAW3FSwBLa3w3DDczKrklUuJY4iVJOp638HUuRM6mpJHEAxAGWIJvt9d6S2uUB2HvmQMd8hfPlZhzigB4n/YAdba3DS3Bvd7znbgClsDvRG8sAfryM/xw1j5tifTM20dr/BXUu6Iy26QicLB+mQEgk4Hvz9qnDYPuDdhLxEAB92vNNx+bLdzsJJzRTt+WwLcE/nRagJBOQLRY7frmZws3ZwvOl/1Yw0TsmoTrq7i5DP4LF4ronETOBWRqRZJSvTtHBA5aJEg7BAWiaSM2c6icRB4OMLdstAU6F5L/5kmSp1tUrtaI5c6cGJiEWkOrISGEJIak2UL2lRbRTBBxhtYMTP82j84qGnMNdBSi/wAIKVQWeHg8pFAVbD3R2JVn4DVcX8U94jj+wgq0nQCAjXf/ufr514tkt3L8/MUmUSvsuvI5m2dfnSYq1bprH909DMmBpTXKfwaBd+fDYMd4LPE6j95GiEoNoihU/b5EhiT5eCj5UAEdEbHEe3TnS2uUpQY0tObqKCtAA1qiOiTtBJJCMJQcRqyEuxUiQ8BUBv+582D/ukDlRlW1JJ6hwBCYWRPfMIaTjyygIwLSUmxlbUwTojjk2MXUvx0lNWXZRHGo2opXII3WMNyxmlF5BXcqg7/4WgkMaM800k5o9ZKvcG+BH29UVTPmZffj4X0AxmzH7nXKUYL300c1WsUaST7E3nB2zKl8VlVxwqlRyMcW0C/i7rX0OzkksTZTERvvodqSU3uFvd8m/ifsHMfxczaYIXevjk++LwFdEQIfYzLyf8X8Zdxh7fbADuw/b38DZGKM20rN9MgAAAAASUVORK5CYII=) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/0lEQVRYhe2WTW/URhjHf96xvS9DuhQpLC+KkJYK2nBGnIJ2hTgHUfEJeqiQ4APkwKl8A+DIB+AQaI89OaGHIl4kqFRVSCXiAAJDF1iF3cT2zLgHr4Oz2nXiDQeQ8pdWGj+z8/x/8/ixPbCrr13ePC1vntOTrrd2al518QATRrRP/8rdneQrbH7vAvHqExmv3q/H9y6g754rXonSpOZVF++Hq4AG+4PL7IIsfTfTWC4KURhgkzlgZI/wyFvEuo382cd18IpAFAIYNs9KdCqUtOT7XygVgdh2E/7xIy0Ap4SXjacw/1zJBGOIDCcB5hZ5mJfX3q65KxLjUNNWKokPnoAN03VNG0BY4AoeDNa25xZZGpd7y1uQmmfL3v4tk1CDFQ0YNLRuf5o7sSBpHmp4afUKA4wyT+P2oHblfxtU/j4IgG1v3CoDSYN+c9HHFYyFGAuQmp9YkBCD6NQ5ND2NK/BcgZeWPzr8kfBoH4CpqvRm9k97U1W5DGCFENtJn1Sc0RAjm3DczrMqP20QzXwkjsH+r0Z05C0YEN069psKwXEf0akj3lUoP66hD0Q8+v0Fod7cE7lNGPgg1iS62sMyEGfqFez1sV/XKfs11vb30X4604W9XfCTsWNBOBuh9gQjPcY+hmkVmpeh9rKB+8bhrz9foPSn/8TAsZ8kqtpj5RpYQ9mal8HuS1QtmR/ePeT0wNwiS6GmvXIN1g76rM6+R+kkSfoDUNVeSmOyc1OyjtOt55rnAmQhnt0AXe5tius4Gdt9mQwsiDUmNVFKETsq13ywbGuNehFZAio2XvMSuB/28fxWYLprvbZlwBKUnBKeZeWbbxsghYChV7EFzUtQfTXN+2XodPsmUj2MwUSGs5BUKy9voQPJ0nla6a5TiUBS7tQI6yF230XJPk9v9kygONW6k/8dKAwwCqKkwFndR/DtOwBWrmMizZmtdp6q8HmgdZuldUV75XpybWyIZDCROezgTDhciUnMdwSwASHwsCYz/yzy5mnlfW53tasvXv8D6ahmQLBOdAcAAAAASUVORK5CYII=) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe2WT2gcVRzHP29mdrLb2c3YXbeSNjmYtpIWRUFEEFJmKloQIWIspBfFiwUxJz0IoqcWvKcePXjylGrwZg+zNiAFPfWSpugKgsKSuHW6md2d3Zk3Hibb3azNZP8oKOQHAzPvz+/zfd/3Zx4cxv89nAUsZ4Fzo/YX48IzOg4gW23sc19zc5x8Q8NvXSRyN4n+vEN06yLhzddGd2Jo+O03jci9EwsYR4QyCjyj45y+lEUE3XIh4KnlvPLs3PR337/B+X9FQAd+5gq0ZiuggAi79eHRKrxSRxHcGNSJgRfh+iIWQErB6ZQ9ejTP8SWV9oktNj7uaRxBW/IcwPwqPybl1QaF62oMboXYwa71VbfqTHuPoewYEHk0Q2wAVYCu8sNUsUjzo8y36au/Xtgv94FTsL6Ilc+ZzjNLUw/K7DVKAFKC/0QFmfUAiEKwrsd1AIW3W/y2vfNyx72hBdx+y3z1EcNwZj50CY/5AKR1Q/vpcnFJ2/VOtED4BgCaFgs+NT111sgYhFmX4vtVdBVnPxH7ClhfxMro6jdz501QQOZ2BaS4kU4pX+oqjqZCbu1xcmvHMHMmuoqjqzj37tc/0/UJJjZi185cgcKk6VQ/OH61n/PQRdiZ87OfgFIzCQvu3gZR3FM0DY6UCvhPNogmW4STe9spdQMEyIyHaMMvnxq4dc+eX+1OU+IibN4DcKECejWP5qWoz1S6gDbImR18rYpoAI29/VM1jUiBIJ4hGr73N8a+27DjwuwypLeKZO/m2Nj8g5rXHWUEPH1hisaJOnc/dxF92WaXu+/llXgH9Y4eEtbA/CqlVohdXoFmcYvtF8rUPJdWiN15ABrT9wkyLkTI/rqD4IkC+kX0ejW/SimM4ncRanGdgChE9kOS4DDgSfiwg0iokNZwTr1jIHWP8grSD7GFBKGipBQcIZLhAwvoiID4KE5PGBTMLL9vV5i7lEdqIZtfuAByt7lsS16C2K2kvENdSEqvY6U1nJPvguobBBkP1TeIFA8liL8Bfl5B+gHPW18l/weGFtArYvY9SNVMIi2ACIIjMbx8DdkOefGgkXdi6PuAdZ1SM8AuX+uWjQqHMe6EvU6MCh9LwAMRKg5iNPg/Es4CVtLv9jAO4z8ffwHRrHPnYMMY4wAAAABJRU5ErkJggg==) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur150683 2.6666666666667s linear infinite forwards;
}
