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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEM0lEQVRYhe2WS4hbVRjHf/fcR94zyUwynWmTmo5VK8XShfQBYosLsYLQhRXc+UAFcVEXIlKQbFy50fWAgquKKFV0U1DrUIeCMrQ11umLppnOTDLpdJJMkrk3955zXCQVN0VxwuCif/gW5xzO+f/Ox3cexpcvZKoTCeuDg7nQLDBnFEq32USJhifHGq76cHEteBl4VhfyzqYC5JM2z+RsB3hpvhEcBLKbClBu+iAV43FTXKh4r5wstg9sJoCVH7ah6TNfl0yC8+ZMberxCRZ/eSN/FgjuggLKKJQGDiAeTtsANJs+S/M1TjxANBfju/d/XH0a2As8BewDsrqQDw8awDj32oTeP2xAy+fMXIfDWYuL2qGs6O7PRk5lYuJreplIArPAFaNQag4M4ObbWR2Sii020PS5qQWjIzbxlAOexAu4ErKMRaAMXAYuAmeMQqk1CAARKMikbMhFYU+SWMxk3VUQN2HIxld6p9R6DzBErxZ2AulBmAOIybSNSNoQEqAgHbdwA037loe73CU+5ghzPDSCMI4COSAMpHUhPxgAYiYYIJc81isetH1yrkcMRTgiYDQEKQeyIYDXgQfpZWDrIC4tgWXAUO8kREzAU/xUlWAJMA1QuhfNgFZXqYan8kAXGAHGdSFvbQxAAgmBaRkArCVCHNoRZrERABo6AW5xjfJcm9v1QJTrweHicveJv+ZDfGMABuAB2QjsTpDYHYOxCPGIoFEPwFVIBdvGHPKTER4Zta1yXZ744vf23v4aG8xAK4BRE0Ys2BGGlA1hk6G4xXDCgq4iNmpjZhxIOwSBZnfKdGYXOlOfXWjvAzobAlhpSljwevuQEpa6sC5Barq+RrZkr92WsOASCRtUqy7PbY+GT/1W+9QolPZtBMCSGvCBqg/FDrXKOplkr7hbHYlwBMmYiexIWl3Nz/Me0xXJJ2fvUINoTjA1r3jovwIYN45ndT5hQqC5UvWou4rxEZvtcQHAqhZKai6lo+IM0AKuA6eNQqm8kZ3flbXqSvw1n9qKj7RNoikrSCYsQcwUGBCs+KLmqcl01Hm3D1AB3EGYA4hfFzyWqi7LHclH52udmXnv2Ldz67fQwESIzLYwu9J2tOmpd/rm3X4MRNb3NzzsKEzdbHdmqhz56uqd6eMHYmP2rPz42O1QmGEHYRoMRYzDKBS9l3EgDxGA9XmxzXmLzuWAI8A0wIknR3/45o8WdcckaRr4vmbmlhssrinrxcdiFaNQCv5h3X8tkRNc+7u5LuRJR4XalQnNuBKFZWCP2RzaGbECJd8bpDmA6B+h6bsd/W+X82jGPnd11VdLFQ9CJgzbOMJ8fpDmcO9rdDkVESu2EIuWI7aXzzdp+HCqWCttFsAd4Ox4wtwyXfbeWutKp7jkXTx5mVcHDWDca6D/4di67uuR09c76ujJ2qVBm9/Xff0v9CeW+cNardC+9QAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur167758 1.3333333333333s linear infinite forwards;
}
