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17.142857142857%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH+ElEQVRYhe1Wa1BU5xl+ztmzZ3fPXrhIAJHLArIg7FLEgENRvGAYYx21ar0FxwR0MtUhoj+StNJ0aprpOJ1O65iKto5Jqgm1apxorK2dgCgiXlBXVmTB5c7iImGXvV/O7tcfSsplIdAf/dVn5vw43/t+z/Oe97zf+73A/zEDREREZBUXFxu2bduml8lk6v+1PlNaWkrsdjuxWq2kpKSEAKAn8aUBqAAw30c6GcEEUBT1akFBAaRSKeRyOfLy8kBRVPZ4v/j4+PXLli3z79u3T79ixQqfSqUqma7G94EpLS0lDoeD2O12UlpaGiwD4UVFRcTj8RBCCOF5nqxdu5YAiJ2UdAYB8JcvX17A8/yFQCDAX7lyZQOAwDifRevWrQPLsgAAgUCATZs2oba2tshisZycgdZ/jbSysjIyGhUVFQRA7mQbBJOsM5j4ddPBIMdx600mU5RMJsOZM2dw7dq1XoPB8C4AEmwDNe6dPnDgwPCcOXNkWq325PHjx0tHG/ld3ZEA2QOgABRCQWAEcAiAjPlzwt9tRYY0ppanI5js9Ozs7O1arbbKarWeA8BPK3y1Wr1Gq9USQgg5fPjwhIj5Xd3gd3Wt4nd1Ed/OkafT49vZ1fSh7Rv1z/vcF6YlNApjilCn01WfPXsWw8PD6OnpaRlt8+3s4gghnwNYN7LmDfjg9LtYOnZI/SPPwZob4pytMw1g/C8AAHFMTEyW0WhsGG/w7exaD5DzAPBEZkQN9xR0mAh2Sx/y0762FmyvDgnCl7R06dKbvb290XK5HE6n8w96vX7fiDFYI3IHE38JNQA4eTcucY/hYP0wfzsMgTAM526ukK0u2j3+vMdmZGQYKioqovV6PWpqarBkyZJyjUZzHgCOvq2NmHYnfIlCADoxzdYZG584m+qasNlUhI3WAkifp9BSIxM+Rj02tqysrAyFhYWgaRohISGorKwEgPUnVv1u1SLPUNpMGhFAUZvfl1xYJJdJ1ipC56ha79/j/hQ4jWRrCugQHhbXc3a0e2pqasnChQvHUNA0jczMTMR753w4LInMn1EG3nadyAwNCzsjZCXF8XGJkamqVNxpe4BbzrtwS7vgj/ddWpBVmDbir9frT96+fXsMRyAQwKNHjzA3NFm3uDLDPVkjCorXV249ynHcXLfLCU7MguM4pCQnIzxEAZoWQCFXyOx2W2R7Z/M5ALBarS0dHR37U1NToVQqYbVaUV5ejgUuVSAsKu+tz+798dnMaoCQeAENxERF4MatWri8BLNmzUZEZBzEXChYkRRCISsecV+6+M2VMVG5zo8/rkRaWhqWL18O9zO4d6YUP1xemf4QCHIZ7d27d41Go9nLksq9byzqUcATuCfIGvQCgEImrnbYzIrqmgcxz0yD3s7ub1l1eiLU8zKhkElw4+bd7j5j/xEAyF1QuNTu6PmNUBjGbX5jK5Yt23wwVCFdM/uuM8sZEFeN6E3IQE5Ozi927NixXJkQo6UUzE30f/SgLe96UkqSOu39X7615/zFS/WmATM8HusBnnc/7DMOoqWtFabBITgdLhkFf3qqKr1DIuNr3N4hPjxEopNJZFi0OOeDzAWarER5jP0hLfzbiN6EGsj5GS/Vt9euXJKuo8ROh7PtzmvsKW/be68ok8uUCfPeyV+Ym1iQny+RyzmVUhl73zo8rHk+YIZe/xgul0UyMNT++v795aFbtmxBUpJSdu7LU5GUV4zwiFAIvQRhrdzpgiMZp0b0xnRC0XCAOSk8/DiCqlU5eS+6uyzvVb+r/shsNjMSiRxZWdmQSqUQSyRAwAeb3Y6EuAQ47GbUNdTgev0lNDQ0QKlUfsdpMpkwf/58rJ9XflUuDtO1uft+e776V89G7AwAeBLasqgEWvyJ2bd9OLpIFU4a8YRENZ9/p2EgjvMzmVk/QGurFjqdFnk/XAybzQoRK4LTYUNHdyfsdgt4H4+NGzeOEQeAqKgolJSU4NChAzd5nj84PuMvilBBefls9kF/NIsA0tFKTgyeA7M93rbhx1s8r0HhlUOeHYbrtf+Cz+cDwwjhcjvxtF2H3r5OaDJyYTT1Ije/cDw/ACA2NhYJCQnzDQbDBBsNAKKmuc1MB78jo91V3+PHlw1+0ZJeBXOfokDfCvSj0TmARw8fQSgU496du+jsMMBo7IJkWIiI0ChY7S4MmIyoq6sLGkBdXR0MBsOVYLbvTgH7VeJffpLO5X8ipTY0yKlmABCLJV39kX24FqiF8VkbXC47UjVyb3iU397Z3T4QjURERyfj+fM+iMXh6OjowLFjx0DIf0aJqqoq1NfXA8DpYAEEu44BAKuLditzF+YY3B4n/fRp89UmXdNcCnTSK1GzehmGqY+NST4+e/bsf4pEEnx18cxffT4Uuz3mo6HhZDcAZGZmoqWlBTabDTqdTgNAF0xnqsuIFbIsDYqgs7NbTIFOkivECPh9Fzt6npSp5+VUyGQhTH9/z5DX66gCRMVCRri6sfGWAEBuY2NjGoBWAHcwxUg2VStutVgsB0UiCVhW0BA+KwQUTe3pMz7d097ZHLBYLHUMw/AikfT3NBPyDxAyCFAX8WKYbQDwKYD6qcSnDODrq0fRbmg/YjR287zfxdhsTljMlvkC+sWWz774dfXgoKnZ5bK5Pa4eMQEBQNKnEguGKeeBuLjYSrlCMRgTnfJNc8u9Wy+XOQDON4s/eJXj5BE0zeyScrM+dbs9PyUITG/6HYV/A2XMW32Z31uSAAAAAElFTkSuQmCC) 15 15, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur83631 1.75s linear infinite forwards;
}
