@keyframes rwdcur34281 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHKUlEQVRYheVXbWidZxm+7qenZ4d4lrSnh5AmsW1ISJNodZYpbP3hYG2HFTe1wlY/JtPWqkzRjTJUKFLEiZO1Iq4DO0ZF5lg7rYMZJpXhGIOq/dDWYM1Xd4hJehqz9OTk5OTN81yXP973xMa0mR/zlw8cOOfwvu913dd939d9v8D/+7H/9gFdXV0AkKr9lgQzoyRevHjxf0ugq6vLOedSJNPOuQxJB4AAvKQo+bC/v59vCYGenh5IcgAc4qjTZlaHY38axCwGWMQZvHasF8f395EsAahIqgCIAPj+/v7/jEB3dzfMLAUgJSmVgGcANAPI2vG+39ADCHH8uowz6n3yIH518PeSpgCUQgjR0NCQ/7cJdHd3L0QLoFnSp81sB4AeAGUATs/2raqBIwDygObhcfr84zz80aMki8m10dDQ0KJ0pLDM6erqcgBSJOuccw8DeNDMTkr6vpldQJyKnDx6TYkCNSLTKPHkoTFJjWbmJYFkecOGDZ6kLxQKyxPYuHGjk5QimXfOHQVQD+BeSeOSAIBJOiqYQ0kO9fKopcDrsa1VTL6ese1fvz1suKNBh+98CoAjWQFQBeABYMX1wDs7O2FmK5PInzWzaZIPJTISwBzJWSTFpZ//4AXN3jSCm9+Rg1LpcGjnT3D5YhYd79/uP/zNu7Rq9RaU/TkVTl0l6c3MZ7PZMD09revWQGdnZ63IHjGz7ZL2JP3tJVUkVc0sAgBJaQCrAOQl5XRzUyNKY2nctntj2PG1B7ESDgHg5eiCvtf+MIARSUVJU6Ojo36JAh0dHZCUltRsZkcAfFFSOZGsQrIMoGxmFZJzACIzq5KsAihjrnwVbVtW8pOPH4BDulaUWLmiUcWxv6B4/oqkGQBz2Wx23l1HgFrVPwDgJMlxkqyBJ2Sq/f39fnBw0JOMQggVAJMAxgGMhIFX/sy/4VytKBkBnAfQvWsbgByA+iRIt4SAmdUI7CD5YvJfRLJaM5XBwcGFVhoeHubw8HAkqUKyFEKYJDmp8yeOygNhLgbXPIA1mzpCCHUhhHQIIXVdAiRTkjKSeiRdQGKridRL+vhaIpcuXapdW8ELX36VFZTkk+QFwKdW5klCkksCXdyG7e3tTlLazJqRmAzJNICqmSHOxJseIu6Oig603kOyw8weDSH8DMCgmXnELQwz+4cC7e3tNUJ1krKIa2GVpHoAdSGENIBUW1vbsuiFQoEkfZKysplN1WoI8WyIJHlJBMAFBUjGdntsaNAMdSIgj5dQxgj3tH0KQCSpKi2IuuyRBNv315cYkFMEwOMrnEWEI433mhkSZ4S79gZJGatiAEwKJwBIo1Xv/tAtAPIks5LS69evvyFwS0sLJKV093O3MiAX5mK6oQqgVB0HkPbepxCn1y0iAMBhIjrDeSwMFnoA2766k2QOQBZAOpn7N4rckUxZy5a9jCMHExIqni6EEGrgkLTkQfSv/LS3Br4wWJrb3sW6NXnE86COZLqlpcW1tLQs3Njc3IympiYnKYPm23NBuIURgPnYB+AB9h3uq+EAoJktSgEBeBzf38dxnOF8HD0n4MOh+57TdDHDXFtjCCFHMkeynmS2qakp09TUlEnSU8/u+zdw5NU6vbj3EbxRrdbAw9ilAsZ6hxEXYwTAk+SCFTc0NCjZdlYwaEwbb7tb0yjzO3e+gZGzb8Pm+0rc/cy3uen+NoObwMjvqogXlBVmdhO3PfEet/2pb7Ft63eB+oLO//ADGjie1/rdXt6lceoLP0Z5YEDSiKQiyWkzixYNo9bW1hTiwdLIvc8/gNeOXsEfTji8/b1f4p4TjUojhQBYAFRGAY82fYJk2e0r/kLEugXHq4D65c4Jjb18BLlbndZ9vNXOPfTrEMIIgFEARQBTpVLJLzKia/p1Eoc/8rSkRtvy+c3hg/vrsSIGRwD8HACHdfK+wzlX8h7rNB9LjXlAgtMdz6/CqX15DfzorK6cOi1pwsyKiGdGxTlH4J+ccHR0lGvXro0AlGr9HnruuUtCBvMxuOaTweIBSI957z2SPCtKFIidIqWGzTmRk5LGk6gnzaxiZtHU1BQB4Hrt5EMIEckyyUk+sfVpnTjwWV6++kdGQEjAEIAQwnGSzzCK+5wJAY4NFPjyx57kbz/XS3KiBi6pLCkKISwY2Q2X0sbGRpDMAKgnmZfUinfueh+6d23Dmk0dTDfkdbDhG2ZW4WemDqI0NW4TZwvsO9yHsd7Xk9VtxDk3KqloZiUAUblcXjRQlt2K8/l8imQmmQ25ZD/MhRDqamohtmgASIcQUi72toqkSQATZjYZQig756ozMzNLLHzZrZikRzwJmdREmeQkEjd0zpGkT2y85nB0zkUASoiXmIpzLkqeteT8Sy8mDQ0NtbehNIB0si075xxCCDVJXTKy6ZzzIYQoIcKZmZm35tVs9erVIOkSwwIAlzjoou8kKYmzs7Nv+sy/AzDpDcJL+iLGAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHeUlEQVRYheWXe4xcZRnGf++3h2FZt9M6bHdoWSjV1ZY1ViBguCREQ6HxAogYatIYooCI94CGRAMJF1EUaYTIVUIgxAhFCI1pNSpEJVVEyr003e22Xbe767ad7k7H2enZ872Pf8yZpUsteMG//P47c/me9/K8z/sc+H8/9t9e0NfXh7snrWdJSHLAt2zZ8r8NoK+vLwCJpALQDgR3dzPLgFRS6u7e39/vb0sAxx9/PEAwsyApMbMC0MGaV7eqzoB2sZENa9bz6LWb3L0qqQ7UgRTI+vv7/7MA+vr6MLPE3ZMQQiIpyTNeCHTqkVd/hwMRFIFxNvLLe1bH9bf8BZgAqjHGdHBwMPu3AsgzTvKMC8DCEMLF7v5RM+sDau4ewprX5ilrgisDc9A0mT/70q3c/akHJI27ew1IBwcHZ7UjeSPokiVLyLMMZlbIMy9I+pqZfdHdfwP8SNIrkgJQ8mnW401wIsQMNEHVnrxtFOh29wzA3WuLFi3KgGzHjh3/PIAQQuLu7eFnmz+nTS9v0Y0rR9z99hBCB7BK0rAkAM+rU1eDqoyiMjAB42R2y9kN7dne7mddfbov/vBc7lp+n6SQ86IBZABtb8g+SDqcax45UUvLD6lcvkDPb1xue4YnJV0naRKYltQApsjJ5Y/ftpapw4eZ876SPCnY7Rc95KOvderdZ54TP3ndCntn6QzVshf012cmJWXunhWLxbhv3z7N4kBvb28CzGtb2/9zjuBMHHwCt3u+cxNPPfiimY25e8XMqjTZjbsXzGyeu3dJKlFc0E11tKBTL1mij3/ry0oIRIhj+1/hh71XSRoGxoGJnTt3Zm0HgAO029UPnqL3HHMNnjM6wfjAmSfbH9b9Xvsqu9x9r5ntlVSTtN/dU6CRV6XG/tqkLzrtMLt49fUyCsrAp4HDkm7tGt2iv728C/i7pP3FYnE6HNh+oKClp61UBG/104HNOwfiSH8WY3SgEWNMBwYGsoGBgQxI3b0uqSJpLMY4rMGnN8fdvBDTHDwPQks/fTZQcvdiPlVhJoCcIIk6ObUF7BloGnzNDRskpTTVLZM0M8+Dg4O+bdu2NMZYd/cqUAEq/tLjDxCb4DEFi2Bdy3pjjB05eBJjnBVAswoFej2faZ8G38OEXvz1VjOboDn3qZkdJK1DQ0O+Y8eOlgTXWfvVp2lQVdYE92mYbjusSxJmFtw9SJo1hkESdl7vGZJOkrQauM3MpoBKjLFFvMzdD6ntMUaXlJpZnRuOOd9j7HX37wKPGWzFLPPmoa2tbVYF3N09H5M0/3hS0oS7TwC1nGjZ9u3bD4XP8PCw521qxBhrkibyitUl1fMFlYUQ3N+4RgH84a1/BDoMUMbNvpcxrjjuS2Y285t/5bg7umrkVwaluB80zdfZT2r3lVe2vocm81snAIEpBvC8/xlwBEex7GO97t4JtLt70tPTc0jghQsXAiScv+ZkRClrgKegFHyiPpZlWUFS4u7BzF5vQauvPl7fSD6GPk1zDFd841x3L7p7h7sn+Q441AnunvhRZ1zuaROc6eY0sWvjkJklkkIIAXf3WRe5u7NhzfoWuLJmILG8eBmd87uAoqQOoHD00UeHBQsWzPx3wYIFlMvl4O7tftSpJRknHAhuEdh896aWY2oR8cAAXFLGo9du8jFtJDaz1x4y3bbyEe0bb/fS4m6gJKkUYyxK6iyXy+3d3d3tWZZ1AsW49DPHMbKhg3WXX83eqQYZTS0Y3T6kkXXbYox1cj0BfEaK58yZo3w+2wwbZelp51Gj5jeftVdDz73DT7ioqssevknLLl7szm4NPdOgacfagMN1zp0nsvzeG/1dK75vVhzSyz/+iPev6eK4yzJlocAzVzyoff0DwHAIYdzd95lZOmsZ9fT0JJLmAd36wmOfZcMDu/z5xwLHnPIVfX5ttwokLXVTjSH7XnmVpJquHH8CcSwx73Udj7+4YLdGn/qJHXlKYNGqHnvhyt/GGIdDCCOSxoGJycnJbJYfyIlYl1Thjk/cH2Ps5vTLT9K51xdpIyHLeZFCSDg2F5kqkWOtFVgKcoJ/6PF54dlvdmng3ue1+8/PSdqdA1eAegjBm+NywBkZGfFyuZwC1dbeDssuXCFob8mppqE1JXL/AZC1AouNnGxNW5b43JNKHmMFGJM0HkKotMSoWq06zNYBAFpKKKlmZhW/Y/n9PHH9Jdno3pc8fb0CPg3u/qi7/9TTJrin+fIaHRiKT154V/anS9dL2g2Mm1nF3WsxxrRl0eBNTOn8+fOR1O7uRaArxtgTlq36YHzvRWdz5Pt7aS91+a1zvm1mdS6trtbk3jF2bRzyTXdu0si6HWY2BgwDI2Y2nm/KdGpqatYeeVNXXCqVEqA9xtgJlICm64GOnDOt7YekQu4nAepmVsmzr+TmpdFoNA6y5QeZ0gNPDtCgqYeZu9ckVYACze3p5OYyd88B8BBCGmOsmtnMi0lbW9tB4G9ZgdaZO3duAEKMsZCDJ7zOH88rMPMMZJLSEEIqyev1+tvzalYsFsmBg7u3jEXr8iDJZzQ+BK/Vam955z8AOiNxKItjAwsAAAAASUVORK5CYII=) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur34281 2.6666666666667s linear infinite forwards;
}
