@keyframes rwdcur242826 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 17 14, auto;}
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10%,14.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
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30%,34.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJtklEQVRoge2af3BVxRXHP7t377svL49H+DUiMhJjsZgAUiqRohYtUmfogBU7Q1sqoDZaG1Q6lE5xOoyOgoOMUOWXHQpqlbYo0ioKQvw5CDKgFJmAGgI+lFL8QX6ZvF/33t3+cW9CjElrQpxMO56ZnX137+7e73fP2XPO7jz4HxfR0wCMMQroDySAWNicAhqAT4UQ3n8a36MEjDEFwLmA6qCLB3wghKjraI4eIxCCLwLIrtp5hbf52HQONBYDMDJ+SE0est755aWvht2PdkSiRwiEZlMMqPTszXf4K4/NaK+fVT7k0bwVk5cTaOJQe+Ykv1qoHUp/QGVX7bzCX3lsBv3tnLpz6NLYkWlXxo5Mu1LdOXQp/e2cv/LYrOyqnd8lMLH+7U3UUwQSAN7mY9MB1M2FK6ILr14viwY0yKIBDdGFV69XNxeuCPtc33pMW+kpAoG3CW0+ctPozWH7u2EhcmPY1rwvTnuoz0lPEeg26SkCKQBGxg+BILd23+SwfVhYyK3bdw2IsE+rMW2kI//7VUsDEFeXn/2c90LtaL06eXuGbS1mk1u3b7JenZwtAHX52c+1GvMF6Sk3GgGG65P1sfSEjc+YQ+m+ARQTghIYDKI4rybvpR9dIwf2TgGVQohc27l6xIRCIHVyYO+Umlm0LGg1Le9N+FvNLFoWgq9rDzx0D4G7gVpgbSfHHQe0M3f8FjGxz/62L8XEPvudueO3ADrs2650B4HfAAXAjb2J75gyZUrcGIOhst3OxhhljBlGEIkbsSSROaMWk1C6dYnMGbUYSwI0AsXGmGFhBO8+AoZK4vF4dMCAAUydOhU77lx24M23t5aXl8epKJSmolEaY2hDaCAQQyMJg5M9qaRKThv4JA2epMGTctrAJ+1JJVVh/0TYNxaO7R4CxhioKJQF9KJ4WDGPP/YnZpTNxJb2Za9tfXXrqu1rEgyNSF5sUhzKSioKpTEGcqYvQGbe1jKybsv3owvGr5bTztoup521Pbpg/OqWD2VdmZm3tSx86tsWR5e8kKESKgolgxQXXFHiFxafx/ZXK0g1NnHPXffwyuaXURG161c/LJ983aSpjTRpAM0gpbnAGY4xqmnUI9uIy5QaP/BZa9L5L6kxQ06QHwmStaac8vYeG+RvOTLBe+3kFBp1LP/gjVcDnhDiQGssXYsDpgT+WAc1vow6URzLAR9iefksWLAAW9rs3rZz3Lptj2/um+hz7ZXfGt8IaE54mqJICiUK1G3D7nEXVt7nLqme7S6pnt3htwZHUvbvRswPnxrbvu6aBioaJSD5TMuxv52QHVw4mI3PbwITuL90U5ql9z3Am6/sIaIiu3997W3XjSm+uIEmrSl2JOdHvoEtlF95vG/uibev0QfrS3k/XcTxXEEIuo7z8o7Kkt57IjNHPWONOOdTgpT63bbutGsE1tRKCm1Fja++d/fkpkGF5/DE39YHrjws6VSKlfcv5+3X96NstXvuD2ZPGz7owgY0OS6ISIY75+LIGMZo7P8KI0VwqDnzQGaohEJb8pEnsYTMU1GiIhJ4ax/YVQ+eIS+Sx+y5t1N6eSm2VmNXPb/mqfeSVQX4JkJVTrO2rprjbhWGk2RNI8EKN4tHYC4nCVb9CyvfZQIt0kuCb2RUOURVFHwTlH9lYUcduIaocii7/RZGjxuNEqr04ZfXbjj8QXVf6v0IfSzFs59lWFbzMTtS1YiDB4QQ+8JyQAhRJYQ4IYRoN4k7MwI1PtRrSYNWjhXBEZFg9T3ACHgvDa/XgwtRFeWG8pu4qHQkllalf3j50Q2HTxw5TSJPSN7KBG62g+DX/QQatCRrJCktI9g42AEBN9TCG41QlYad9ZA1ONLhZ7fOYviYEUgtLl6945HTJHzOiETXTSilJTkjI9goFHgheE8EWtjbBNUZeKOZRISf3DKdktLhWEZevGrHur+893F1AXkigiUU/SxJ0u00jK4R6GcFq62EVMbCNioET1BDQOIfTVCdhd0NkDE4lsOPb51O8SUloE3p8lfWbDiYfKeAuAy0UGhLKgo7hanzBEzJ6d/aSEspLGTghTwT1JYIZhYSDqUhmYK9nwSaUA4/LZ9ByaUjwJjS37/28IZ9R/cH+U7SlSTdDhPB7iHQLB4SPzh8SCkD/68JVh5AGoxI44s6/HdOopON8NYn4BqciMP1s2dRMm4EPrr0gS0rntpRtStBPwvG5XUKxhmn09KA0IQBzIBJ41OHJ2rRMktAUUFVBpNMw5unwDc4TpQb5vyckZddhOu7Y5c8v/zpp/c9G+eEJz+n5W4nIA4GtUJjgfZNywkKQJsMBg9hLEAipAKpQEt4Nw3JDOytBW2IRqP8Yl45oyeMwfXdccufWr35/g3L2r0+6T4CAB+6YAvIGK2Fj48JZpIChEAED61qgZAW+BZUpuH9LOypBwPRvCh3zJ/DJd//Dplcdtz6rX99jBebvjSurmWjMQmu0USE9tD42g8JADLY0EIKQIAWQRsiTLxEsLmlCDIxAammFB8d/wgAx45UdwZK1zSQkEECFhHa9Vx84QWAlDgNPFj3FtBCA5aEi3pBUR6U9gYhqPm0hkXzF5I8dJRErNef96zZMZ+r8vWXhdL1eyFHaJA6J1yyeMFMIUh5YQKwWkwILBACEgqGODA2ARbU1taw9K4lfFh1jHwn9uSqeQ/e1FkYXSPQ14Kkq/EyOmtyZE0OlAADoqQAvhmaTrN3ajYZCRRFwRbU1dex/N4H+fDwB8SisY0PzVxcllC9g1Nbs6P4KggIhmOStZp+luZU1Ev7GTI6AxZBDBiaCPIi37QiEBYJWAH4FYse4tjhJHl2dNMDMxeV5ffK9zjlw650p/B0TQOFNtT4mkRaZzIZ6j+rZ+eOnUgjsIxEGonU4R4wAiMCN6uFQaN5YeMWktVJorazacmse8tikZiHazSFtm5epC8rZ3ykHDd3QjY/L5+4k0++k0/MDs7Itm2jsBBSYrTGGI2rfbJulrSbIZoX3bR05qKyWCSWo0l7hMkIZf/UnSHQNQ1MTGrWnAMJiWVZG13XHZazXSyTldKXGAvpaR8LC6GDO08fjatdXN/V8V7xvy+edveSWDzfo9YPwJ/yNd+OdhpKly93TUVjkP4mpMQWEtco+lqSJq0QSISQeKcjdLDJjcagSRkPC40tAtNp0JpCGyYmO7X6Z0ag+W4o6QZnZJDkS9BItAkOPK3FEZqsgZTWDFAaW2jqfADNVfkacbBTtn/GBFpImBJ4sUkyKLTGfCn5xIfBCmr80yRSJghOdT4MUpoTHmcCvFsItBZjTHvNzQS+EFmF6PE/CXwtX8v/hfwb6H8ZoIL2dNYAAAAASUVORK5CYII=) 17 14, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
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}
div.testarea{
animation:rwdcur242826 3.3333333333333s linear infinite forwards;
}
