@keyframes rwdcur92202 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 26 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 26 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 26 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 26 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHqElEQVRYhbWWa2wU5xWGn7ns7Lc3e71rOws2ZjEEHGMMSYEQaEJSkrSg3FtaKYmUSlVa2qh/klb50aZ1RVOpkXqRmkREVZpYUSMVotJwESglKSFNIIATIIDBXsCXtQF7Pev1rr0zs3PpDxsEBpqL8JFGI81833mf8x7N+UbiktjwxJyy2vk3veHTtLlnPj18/7rWVIqvEF5LUgD1QBRYBsxGoh4PFegHDgM6kFIn7a0eHc4vX7C8eeOQKb/9wne5pyyAsa41pX9JhjKgGmhA4qcIpY6AIuN6Lnn7HI5nAZ1AYTJAJtuXfr6g3/DcrGQkVlu5rE9CsjbAs8DGda2p/i8IEJ241qJKScIq+CXwyTKalGCotBTH0wD9MgBVU/4692v136lJRtECFTglB19klpZceM+fTrf3rt3Aaw+ua01l/p+y15JUJxyoRZHmEFQhJENUhagCY6qMJDUzaNbhoisXNm54Ys7yphXzft5wy6KwT5TjWKP4KxrxRRegaS7RUM+MYiHz9dtrtC3bDutjk4VXtiTpujMqgOnAN4CVhNQllKsylRrMCkCNH1QJcg4UXZWSN96C15+av8znV7dWJuIxw3Q4tr+XaIVFbtQlUXOC5JLv0ZPKMK2ufHnVtEglk1zwWpIyICZsTwKzkbxmfKhoMpTLIGQIqzBijzuRVVRMNykD2Jbz69rZ8ZgWjPHR1l0cOV0iw1JGvQo+fOcAVq6XmY2LSZ/OcvDdzqs5LwAVqAQWoclrCCpziGlQoULcDz4Jig6oMgSlcSdAU4UQtWPJswnbTpDTR7jxm+up6REkGkyKhSALVzzOyWM7SCah/9SV7Z+o/oIDy5BYSFyZQ5kmU/JAAjwX/AqEfRDyQcmFTgMc11affnTN5mRlbhGGQ9fRHhru9ihfECEYrUCLuBQzpynpezEiGkgK4E5mkCfuUaASjzo8ZDQZNG/cF0UCnwoBGTygSoMqH/QZlhwQ2uJg4G48r5pIVKP71En8ZSr+UAXheBy7OICeTnH0YC+LVq24mv0XwgZAlQRBH7je+FOfDCEVJBdyNmQsMDwwXABdPpU+/6zn+Y1p8x9idCzErs0vkhkaYjib5czxQ2zfsZPYtACzFsyjtj5BZTL53KWqUkuXPWGLDmRwPI1B08X0xiuf7oegAqoCuRKcNeH0GJyzwPL+oRw62fXh0ODgUNO82fdV1d9Mz9lDHNu3iY62FG27N5LPHsfxCxKxOFXTq5ArVsZvVj7bs+2wfnEotdwZ9SZaMQpMo+gmUOVy/DJEFDDd8crTJvSa0GdCruQy4rygAPQOZj8xCyPD3d3pO45/csb38P2LuHdJN3PrPUayIT5tM+kZGKF5UZJgqDzSuf+D9m2H9X0XAH6ze9htuTNqT3wJI4w6ZbajNkgmipQvjdttejBUgqyDk1ddslaP5Hh/kwEMw3Df3PHBn430vhO9eo74zAc4538KK/oTBuwbMW2XBbc9wu73zzJmTZ7eF1vhAgNAB0JpJW/90xqSrJ6jd7j6x804x3045zSsbNB1zhd7JB+vEZQ7LsuW1o0fhf3iwOYNL7L2vjLa20r0n8pRDJkEKTDvttW8u20rer50LQjLa0kO4JNQPXe7PVIsKIOfPqJWm9FcRnFtU8MzzD2VUeMlKeTbI63vsaRLE/zygbqGtO60jxh+sqMjlAfCaKqKSIBp+Xn84ccIKS5vvfnyweYZwbvWtaYKVwOZOI5rsdy5nl6qkzSpBpu8lzZOcEw/Ip+i68LayxyordDIjY0R8ocYMw3Cwk9nLsMTi4ssucXl2BkPRzZourX5BP0p66o2jDthACkgNTGoXECVX+63J6+9DODd9hyLl9zFbasfxFN8fLj3V6wuM2j2hWjb7HKgsJP7V5YTdQoPjUA78LtrQVwCc2FyXSF+BUDqPN+q7uzkvSMvMVAo0pTo5eZYmL/3CeqaYjz9YCWm7dL18bldwB8/T/yLxEUAIUQ0IrQnI34VvaufrAV7ehWkpbV8e4VCdbmfcx1DDOaKJ4D116roKwMA349HAo2jlkPWKIHs49EVjUjx6by2Y8/+x++q1TKZwiYmDp51ranrAiADCCHUWECdXRkWNNVVU1MeAGB2IoYz0EuPLjX+u+38H4AO4AXgyPUQh/HDEiFEZSygDlbdMI2iKzE8PExZWRmyLFMVULFMk8+6+m43DOO/10v4ihBC/Gzj75/x0h0HvFeeecz7wUOrvPY9m73D21/3IpHIq0II+fOzfPm4NKldv2QFdn4Y1xhl1a0LCUUrOPTZcatUKv3FMIwrfgSuNwBaKEJBH2JL2yliN91CfrTIkWMn3jEM49BUiF8EEELI9870KqyDu+jo7iPd1//b4kdb6Grby0ub3nl1qsQBFABVVeNrbgxvF+5RTr6/bfe/TpY2Nc4Qj+ZPZzhTChuDg2ffnlKARFmgsaREfvifk7bxVrv5PLAllQ3OFRrzhZtv6M4W3rBtOzcVADKAT5HXV0UElu10GYbxumEYRv/ZM6/owwPWjKhPAL+YCvGLAAD6qEk6O3ZxwBiG8d7B7syTPUN55laFa4UQ0SkBEEIsnxkPN2fyxs4x2/3xpS+HxkrvnR8pHkyUB9cATVMB8D8NTz4IrY6pDAAAAABJRU5ErkJggg==) 26 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHl0lEQVRYhb2WaWwU5xnHf3Ps7Kz38HrXNmt8sHGMawyYQAwkHA00JU1QCbQoiZRQUakNddtvSaV+aFO5oqnUSGk/pSGposRCaSVAOQgUgrgVAgGbGjD4WuzFNgbs9dpr7zG7O0c/7JYAhZZKuI/0akYz8z7/33PomVfgFtu2ucZTMXfOdpui1Pb/49y6ppZQiP/RNjYHxV1QDHiAbwIPA6XknolABPgKaAcm5Dv2lyYmppbNX9awYywtfvrG86zxONCaWkLR+wXYlbuIQBUQyK8aoAJJ8GEhYlrV+c877gSIjF8dej0enfHaQ0G3r6L4sasCQmYb/BLY0dQSGr4PBjEf7SPAAsCDLNRSaCulQBLJWhBJL0K3QoB5E2Db5hqvbJO21zZWf7c86EVxFGFkDWzuh5TggjV/6uscfG4b769vaglF/gtAAPABLsCDTayhzB6g1AYuCSZ0MEwXo5lGYFLKixcAH9UtrXm6vnEhNrUQI5PAXlSPzTsfRTHxOgcqU/HIipXlyu4956LJuylbzcECYFYeYDkC1XhtcyhTBEoU8EhgF2DSEJg0dCx6ZQDVaf/LrDml3y4PBtDSBhdPD+ItyhBLmATKuwgufoGBUISyqsJlJWXuYu6SBas5qAB1QAOwEKwViARxSSJuGYpt4JIhZcCUAXGjmEjGKwK0do/7TNPC7vLx5WcHOd+XJcISElYRJw6cIRMbZFZ9I0N947Qe6r1b5CIQBJScOBuQqUaUZFQRJMAEFBE8MtQ7IWATEZiQt2xc8+bzPxh9KnsFxm5MMPs7WykfUAnUpUnFC1iwfBPdF/cRDMLw5XuWX82vAsCDZAWwySIOCdwSOKU8hAVZE7IWlNgV7IkqsXKG/5XwuVoRINwxQIFiUTbfjbMkQGGZC32qj+Gzn5GKdlI+u+ReAGJ+uRAI4JIVVDFX85qCXPr9CiR10PM7bAIYeMR4Ujs8Z9HanBfRYmSgF7tHxu4swuX3Y2gjxCNTXL7QwWDXjXsBJIHMTYiMAUUyFMpgmGAXc7VXREjooJmQMsG0ZKmtK7zfK+tzy/3lsxPRCJdDpyipXYllCVzr7+bAnt089ij4K79B7eIGJmOab8exvo9uVf/t0QmreZU3S27iJRGYj1N2UiCBJOSi1U0wrFwDhjXoSZjEzZOSruuJ1q7wJxVlVUsbVq6r7rnSzsVTO+lpC9F2dAeT45cQVAelviJmVM1ALHrCv1C6cHzPuehtQ6l5lVcHpoAsY3qlnlVqBdmGYBmgiiAIcEWDuAl9Kaxo1hB0628ygKZpyTc/3PvcaMo6Mdo9Ud/040doqAoTjUkc+6KUL45O0N3XQVPlTPw+fSawAmi9owwmEAfC6OaleKRgiUdOlgqmlWu+IhmiOsgCmZTLlBPRAcEuRMR/7dY0bUIZOa0NRmP4Zz3LdfvPyXh/xog+m7RuMv/x73P02DWSmTund86E5rBJrsVGKJT3uZSxg3payNzoW8pg27ewerPoww7MAR0xHosICi3IDEm3OpnpVc6alrol0d/J3JJuuo60c+HyMFP2JI/W1bFg0UoO/f1zxoYvf36kM3bqTojhVV59HQhIAqJuhdJRI5a4qs1WUkOKPi6Y2XHTzEbNDlVIvi2o4jEE4aRwq4NfP1tVNxQ1Oic1O+OJSQodLhRZRg1AOmNn0/dewimZ7Prrn1sbKgtWN7WE4nfLRn4qziRlFlvX0jWCR6oha8WxMK3h9GGh0dMhNIcBuC2fFUUKsWQSp91JMq3hUu30xiJsbkyxeJHJxX4LQ9SYt7Shi+FQ5q61yJUjA4St5uCAUO1ozz/2AnHx3Wsae77+u98GcKgzRuPi1Tz+zHosycaJk7/hGY9Gg81J28cmZ+L7WfdEIV4jvmESOoHf3wsiD2KSa07IHUT+zW4DCN3g6dLeXg6ff4uReIp5gUEW+lx8eFWlap6PV9YXk9ZNwl9dPwj88T+J36/dBFBV1etWlZfddploeJjxDBwflBCWVLBxuURpoZ3rPWOMxlJdwFa+HqoPBgD4od/tqE9kDMa1LIg2Xlxej+Cfyfv7jp/etLpCiUTiO8mNW7WpJfRAAETIRb+iuuS1cq+TeVWlVPrcyLLMwwEf+sgg+y/F2yOR+AtAD/AGcP5BiAMIeYBin0MeLZlRRsoUyGazOBwODMPAbxc529P/rqZpP3lQonc1VVV/seMPr1pDPWesd159yfrRhietzuMfW+f2fmCpqvrOdOmKt9zr1YuXo09NYGoJnly6AKe3iPYLlzLA2/8PABSnm3h0jN1tl/HNWcRUIsX5i10HNE1rv5eDBwKgqqr41CyrKNN6kJ4rVxm6Ovy71Je7Cbed5K2dB96bLnHIndSQZdm/drZrr2p20H1sz9FPurM76yvVF6f6IvRnXdro6LVPpxUg4HHUZyX3liPdurarM/06sDs0XlCrKsxVzam6K+Px7bqux6YDQASwSeLWErdKRjfCmqZ9oGmaNnyt/53oxEim0mtTgV9Nh/hNAIBoIs3QePLmgNE07XDrlcjLA2NT1Ja4KlRV9U4LgKqqy2b5XQ2RKW1/Ujd/euvLsWT28I3JVGugsGAtMG86AP4JL1kxzZFwmJsAAAAASUVORK5CYII=) 26 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 26 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 26 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 26 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 26 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 26 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHkUlEQVRYhb2VWWxU1xnHf3eZmTOrxzMe2+AVCgYc7GwQtqQBJVBAISGNkkhZlEpVEtJKfUgq5aFN5ShNpaZqnpqWtEobC7UPEIUEiIIsoIQ2hICdYpbYmAEPtjFgxjO2Zztz5869ffAQGZcsD7h/6epe3XPO9/99Z/mOwhRtfWZeoPaWRdscTmdT/3+6N21pj0b5jrLbGj1AAAgCjYAAxkrNtYAPiAFDQAKYANCnxanMjKVWtqxs3T6aVz984zHWBtzILe3RxHc0V0uPE/CU4geAhhKYB8iW/qvA2HSAePLi0OvpRNUrcxr9odqK5RcVFGMrvAxs39IeHf4aBt8UcxNIl4zXoimb8ekhCpYkW+wABqZAZrVrEbY+My+oO7RtC5fN+1nD/Cp3pLKCUMhL9dwWbc6da9frgbkrlgcGdu3pTmSnZQ/gB5TS4ygBhNCUF3CpNQhVRVGcFOwINpT6hAFFK5l7gPcXLpu3vnnJ7ThEGUUjg6u8GUewBafTIugdqMul43ffU+O8DuLVg2O0rQ76pgC4gXKgBY++Dr8uqHSCRwOn6sGwKrHsKiAEmDqA8Lr+0rCo8v6axmpkvsjpo4MEyw3GMxbVNb00Ln2cgWicWfVlKyOz/BW0R+PTliBbWgYnUA8sQbEfxaUEmSPArUDehoAGujKbnDmbtJUlW3SqAJ1nkiHLsnH5QhzevY8T5wvEuYuMXc6nHccwxgdpaF7C0PkknfvP3mgPTACSyd3fBDyNR2sl5AChgk8HvwY+DeqcsMAL9cKDR7tff+6Rtb9/7Omr6woXYPTKGPN/8Bo1A4LqhXlyaQ+3rnqKM6c/prERhs9NT3xSSlsMu61RMnn0DCw7S6XLYo5QCWiQKIDQQCjgVsGrgW1DUg+odVXhF2PdTSpA7NQAHqfNrBY/3kg1ZbN8mKnzDH+xm1yih5r5kRsClHTtFEiKtg+XqqIrULDBoYJDAV2ZfE+YIG3IF1HTWXlg0R0bJyOoNiMDZ3EFdFzecnzhMEU5Qjqe4tzJUwz2XvkmAIPJAqOjKxWMGHDZgFxx0jhnTW5R0wbDhpQJBcvUunpje4O6eUtNuGZ+JhHnXPQIkaZ7sG2FS/1n6Nizi+V3QrhuAU1LW5kYl6Htn5x/f7r7qwfHim2rgwUgQN6+qyBFpVatQsQBKDCYh3QRxszSLBQhWYhrpmlmOntjH9TOql/Wes+muX0XjnP6yA76uqJ0HdzORPJLFOGmMlROVX0Vavm94du1k4f2dCf+pyi1rQ5mgRSjhZaUEVmshf2K5pcwYMBQHhkTFBN+CsMu9KujhmJxSgMwTbNwrKd/t6pqD57rjkUe3nQb65ZeoGmuzUTSy9FjWfqvjNN6WyMeb5n/7NF/9ezpThy5wSzYbauDGfvfCXPUPXu526GU62YKa1gHqTCerqOQKzJ4pTYdyg50qw7eVK8NllKOOUeOysHEOOGGB7ns+ilG8CeMmPPJmxYtK37IwU8ukTWmV+/rpbTFLOVIpqPCPdROZlTmBqowJioomgKDahLpCqMu+/lR1cvvcCqx66INJeTzPpc4tnPrH3j0gQA9XQWGz42T8+bxkGbBig3s37ObRKrwzRAg7TKrIy+zi3JjyQfcAcOTkzqO1AnLM2buE/H4y2pj8DyKIpWpA3/5YP3CoUSxZ0K6SGYmKHP7cOo6ohryhounHn4Sr2bx3j/+2Nla51mzpT2a/joIu60R8tb37bS5XNHUCLZlkLUvUeSE8tdLh671u24GasudjGezeF1esnmJT7g4Ox7nmSU5lt5hcbrfpqhKFi9r7WU4anzLUgAcstsaD5d8KinHBC5P7XcdwP6ecZYsXcOKDQ9haw4+/exXbAhIWh1eunZaHEvvZdO9ZQSL6c0T0AP85psgSiAmk1f0wI3arwOIXmF95dmzHDjxFiPpHIurB7k95OPvFwX1i0O8+FAFedMi9vnlfcCb32b+XfQVgBAi6BfOZ/0unURsmKQBhwY1lLtqeWSVRmWZi8t9o1wdz/UCr5WyunkAwI/CfndzxiiSlAVQHTyxqhklPJu/fXzo6FNrap3xeHoHk/VebGmP3hQAFSazv3tu5JWaoJfF9ZXUhfzous73qkOYI4Ps/TJ9PB5PPw70AW8AJ26GOUxeDwghKkJu/WqkahY5S6FQKOB2uykWi4RdKl/09f9ZSvn8zTK9oYQQP9/+25fsob5j9tsvPWn/ePN9ds+hnXb3R+/aQoi3Z8pXnfJtzl26CjM1hiUz3LfsVrzBco6f/NIA/vT/AMDp9ZNOjLKr6xyhRXeQyuQ4cbq3Q0p5fEYBhBDquga73OjcR9+FiwxdHP517vAuYl2f8daOjndmyhxAA9B1Pbxxvu8jYZ3izCd7Dn5wprCjuU48kTofp7/gk1evXvpwRgGqA+7mguZ/7p9nTPleT/51YFc06WkSTm4RVmrhhWR6m2ma4zMBoAI4NPW1iF9gmMWYlPJdKaUcvtT/dmJsxKgLOgTwi5kw/woAIJHJM5TMflVgpJQHOi/Enx0YTdEU8dUKIYIzAiCEWNkQ9rXGU3Jv1rRemNo4mi0cuDKR66wu82wEFs8EwH8BZqAw5ScalMcAAAAASUVORK5CYII=) 26 11, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 26 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 26 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 26 11, auto;}
}
div.testarea{
animation:rwdcur92202 1.6s linear infinite forwards;
}
