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6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIB0lEQVR4nO1ZS2xcVxn+vv/eeXo8NdRuHdXBjlpQQKE0YlMhV8gLVIMqkkgtDS9ZQISADY2QkCqgUWCBxAIE3SCxQgIpkSyFApJDU0gsFinIi4JQY9okdklaO5HrR5LxzHhm7s/innPunbFN7FLPuB5/0mjuy9fn+/7n+Qeq+hzaGRqifUXQCO0pgtaj/URQVb106ZJOTU21pwiqqhcuXNCBgYH2FMEKAKA9RYgLgHYUoVEAtJsIawmAdhJhPQHQLiL8LwHQDiLcTQAYEWZmZnamCBsRAIDu379/Z4qwUQGwU0XYjADYiSJsVgDsNBHeiQAwIiwsLLznRfDXveH7OHr0KHx/3UcwOjqKY8eOAcBJVQXJH27BGrcWa3lAOp3WsbExfQd4z3nCKvOm02mcOXMGw8PDAPASgN9u5oWq2kVy8V1a39Yj7gENlh9T1XSr17flsALkcjk9d+5ce5EHQFXViYkJlEolDA4OAsBZAEdIljbygo///lZ3tZbIJSu1UranY258iNUtXfG7DKqqxs5HAXx5PfKfPK/+wkJhWCifBuUToO4nmCYBEKBqFcJJavB3Ef1D5mb27PhXNiZkqxAXYBTA58nVFuwfmUrjVuUbyf7st7ND3QMCwJG2L6L9EGExAUjMUfH8rczST18duv9OE/hsGlaA9ckfmRwm/Ofp6UP0BPnDvZCcBwIQhlRphTAiCAiFOlGgmNUgOH7xM9lTTWW3AVBVfw7gO2uRH3jytecA/kBIHxJaN/1wJzIP50EShDZ4AUEa6wMQp4za539JP3V8fGj7hAXXu7HvqSs/I/QZSxwMSUjWwz2He0EJ/9gKoQRsaBCA0t6PngMAUs+qpI5sFxFkrYsPPn3lRxR9RnxCPIIeQPOtKwGq14rwCIiEYUABPBIiUS4QAiKsO/cEEHJYtPyrZhNdD6sE2Pf0a09A9Pt0xC358CMeUHljOfQGQ1ripEmImHvuPJ4kAU/4pU+NF7/VCsKNqAuB/pGpdKJamwLZSxKU6Al7TOPTXY/3IJH3AdI8ou4eoWH8x/6DNHwDWmKgH/7TUGZ6KwneDXUekKjpdynsFWNpSvgJj41ljWeUryw7q9O4u/UGm/xIhVDhNXiAeT4tvneiVcQtnD36R6bSSQ1mIOwSZ22EFiYAqT9nUnDv4/eBCcbKoNb1BUBYFVyyZHSPAIJSrVp8femD49/cM90swo1wHpBE7agk2OX5JuYlintK+IGYvCAAA8XKbNFY3HgCjJeYHGCSnjmP8kR1sYLbl+5g/m+L/vLbwedaRR6IbYfFl0MiDMuX7fKsKxuZaOocjTeUri6joz9b1xU6b4gdk4RWA5RvlrF8rYigGLj3EvIUgJ80lXUMzgPocRCeiXeX9e056qqA9YagWEN1YcWRt1amKZEkUC1UcfvftzH/8jwKrxcQlIPwvdbTfDzykRM3cq0SwAeAD319sls8djtrN8Y/DWmT4eP5oPxWCanupItvMVuB8o0yijMlVBcrYZNkw2eVV9F/X37lAICXm0/fCJBM+AMaIw9Tw2042MXGhQgXD5RvlKDVHCQpCEo1LM+UUXyzBK0FYeLzGL3DlkzTXVLCvUQQeH1NZ27gA4D6Xo5g3CpArMRZ4mp7eok2QeIT5etFVAs1VOYr4d8TEE8Aal0uQUwIsZUFQOB7rQ2BWoBSwo+R9eBc2vm0yejWel6CyPZl0LE3Awoxd3E+5kGoD5vYXiIKn8gLEGjLhig+AIhfnRM/FVnVY3gci3WbF5JdCWT3ZpHtTYVJ0ZBJ35dEeb7S0DMg6htMdoznGJq20BOdbQl7GAF68tenl0oPloRM21zgFi0K+kSmN43cB7JI5P36UicAFOjcm0FlqVJHGoas8xzAlQs3KyCgFb3cAu6wywEAHHz2PxcpfDQeq36Hj46+DLJ9GUiCro+PT37i3d3NiUXUygFoEqg0urx7QV1SnD3/1Z49zSQdR9QIib4Aj49CiExPCh39GaTuTYYWNIsGbMcHuLbXzANIoPOBDJbeKERJLhbnUUjYhBr2ChoOYVsGJ0Dgc/Seh3I/zj6Qhp/x6ixrR18CO/GhE0CorrzlelO481YR5meyusy/+tyIE9RON592BMZPPnuxPEZyOLZWZ2FnTbicGFWK2PnC1QKKb69EZBvCIO4VCrzy5y90H2we3dWo2w6zhmeFWg2nOaGlhBrb5mo03BCEXmDvmTLZuScda5ttOx1upsReM22wqp5sEW+HOgFeGEy9AsUvrIWj3t5OeMLY9kxYeKQ7tgKlcx5SnV79JEnC3gLmmghB0VN/+WLP71pDO8KqkVi+mPyeQCfsPM8TNngBnNXdwETqr+fvT8dmiQA8gr7dYgMQTPtaO958uqvBtS4e+UehL1FN/NUTDrj4Nk/HvxvLos0VUOD6q7egQX0JNOVxVkUee/FQV8tqfxxrToXPfKzjOqU2BOCyx6gS2CGHZ77hPATh5Mc9Q+S7U8YLoq01BNNa84e2C3lgHQEA4PTBzHRy0f8ooaecuzuSYZnziFgijCY/IkC+OxmbKgMQ/hHJ4LEXn8xPNo/e3bFmCDRi5J+VwyROgHhEXKurIGw3GJsLIiqTN64VsVyoXIbi5NlD7//NVpH4f7AhASy+9q/iMOiPQPCEkDn7AtqdHhB6hKJE8qXinZXTVxczp7bzT+abEsDixHn13+xZOSA+DgjYp2SGqkVA5wScLKQSE7/etz1++trFLnaxi13sYhe7WA//BSAU7AZwWDP1AAAAAElFTkSuQmCC) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur170768 0.8s linear infinite forwards;
}
