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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 18 17, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 18 17, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 18 17, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 18 17, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 18 17, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhd3Xz2ucRRzH8dez7q5Lkt00awzRBjVQFNRWT8WK0qPoHxDwImpBb0KxB/8BKfQgKEJP0pMXhepFqqCIgh4CCsaDWBJDLUm1NemPpGW7iTse5nl2n9RWnzUbBb8wzDPD7Dzvne9nPjMP/3EkBceV0pJFJy3/CkAZVdTSGtppaWFzOwC3FQQYQhMTGMcu3K63Kv94RYoAVDCKRXyGe1KI4RQgQcjVfYGUC46rmj3N/vunsDvtu4ARcXWGcCUt18T0FIoiGqhiylpY8O0c77/L28fewyUs4Wes4re0rKYghSCKrEAHm+oJvwcaozz8yIxKhUMzb4i6yARaEkWZiXMgOwXuRngyhOBKCGKuj1u8HJz6OuA1vIRn8KAo2ELpLf39EKT/5CA0ullbNz16LHniAF98d1TPK8p9zFt8IDGx4OxVOIK1UE8O27uP2dPHsS6KsLA3FHXCcVx4KgSfJOlPzqxxbx1eTl+4imX8kj5fM0ANNBGeDd38h32dEJzf7LbF/D8q6qVWdOKiKWhnFGkcmCslTJT54df8uLId0sAmLPTay5jG3onpiazvI9GYMnOq5oBuCdUXwMdJVzJd4zlfSx6ysJr111KARg5kRM8n/rQ1i4owg70RuIbmno1wZr7SneqgKMDMDctpu5Wrt0xaNKIjbi0trM9XkgcsXt4ChUlRkJPi6TnkJivQlw/8BVR7/32NrG9I3LaTvpz7SrTqpl4qBgrQjdkkYakFH4gaaKo36OnhpjrYLkBmvVU8bXeN+RXiku/SaMCJtJ1BDBQgm+NHnMJhnQ4cxajaUDZm/FYA240yQuVqCJav91xxfiV7ftPJTwNex3N4TNTEFvrtRAf1jeHEibuqSqsh9u65A97CiKWz9O6SDTeswiAA2rjzhSQxPEb1eoBDWPHNwos2NqQvzIuw+95B5KMtms7YWpJchFdCeGcM3+PkpYvwPF7VO6YHtvvykV3fe1rIblAffh4wg8cxJecHg1Rk5o4V2ZmQJOfAuTb8JF5kt9wT+jkL+o183vNfVK203txpgCx27Lvy/xF/AHg965n6+ZqNAAAAAElFTkSuQmCC) 18 17, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8ElEQVRYheXXz2tcVRQH8M8bZ+LQTsdkGkP8VX8FEZG6CyJ2LVV3goKCIIIgSP8BC9KFGwUXKogrV10JRXDhRhBduAgoGBdCSQixNsWaxLShaTKJc128e+e9tIHONC9u/MLh3Xvfefd+77nnnHse/3dkQ+jWoiT0ovwnBOoYQTM+oRtlEzu3S+COIQgcQgcTGMco7lRY5bYsMqgFmrge26/ExXewiiUsY01uja4hLDIcgZnzTD+Wxj7CX/gjyjKuRtmIRCojMIIt64GfZ/nyLJ9+kN69h9/l1liOshqJ3JJEfUACPTzoSLbon0D7Lp58ikaDN18+E3XejkRr8iNIzrnvSEm4F+FECMHVEJDLwpXgmx9T/y08jyfkDjvoBgfCJMLpUFqcDxGy9RB8/0saexHH5ZFSPYFTicCFa2nB0whWQzBzPo1NySOlUgLjCM+VLbC4XjZ9ak/jGFp2Z849cUuFEnrkBxvx0vEHWlzegc/xGl5Q5IGBHHAYAt0bCCzN1rITJur89iecjeP1KAPNPcwZ7cB8iUBaZOLhCZeL+VryRLThZivclK6HuQ3Tzq5jTJFuW7hkfpVHO3BSkZTWol7KDWXpTzoo0m4ae72cOjZmrpizqcgD3fjckCenZBkM5wMigRt3somjc42MhSvwdYnAJBbic1R+o1YamuSbaOOh6d1J6lUEP8ym/rN4XB7Ouz6uDDNZxsXN1G2DI+3UbykKmr4VqiBQU1RMJ93XZG4FPstp9AmMlkhUSiDN04xCrxRpzUOpNb4XgSpQR6dxLQRLWwHvIJhbKfzh3Lep/Tqelpd1feb7RQ/d7cOZL+4ZUVsNn4Cpo+/iY3DxQtIdl/tG3wqVEcDdb2SZw2OMbAV4Hyt+mmd7O+mWnbBGdWfRlZdgY+tZ1sbiqRCMceZXnFv7O+mVS/hKIzChXL4/giBVUF99l/zgGdwvOewBIV1Kk5IjXuqWi5WO4gfnQJGIlDNkRyklD3Mb7gcH8l9ZCf4F6YoEE9g/RjsAAAAASUVORK5CYII=) 18 17, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 18 17, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 18 17, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 18 17, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhe3XQWhcVRTG8d+bTsYhmZm0MQZbNRopKtbWlWLE4tLqsoJLQYvdKXQlCOJKcKVUFyIuXLjqQtFVFSyioIugC7sRJTFIbVrbJNqahnSSznVx38080Y5541g3Hri8+2YO9/7fPd855z3+t//YspL+lXwk6+TjmgBUUUM9v0I7H2vY6AdgW0mAYYxhAuPYjut0T6X0iZQBGMIo5nECkznESA6QIRSuWwKp/L3LH6xm5ns4hjuxB3fhjhxoVw7V0A1TTytzAhWc9+rrHDhIozVt5otp/CCGJxP1keYdURdXei1aLQEQj7SZcSXQGuWeexkaOuzQE/C8rkAr+eZJnP8oU4q2C2F/CMHFEMRYv2n+QnD8y3R/GI/hblGwPR+yrAY68DC0NjN4xdSo7KFpPvsG3srXrW5l/bIA4GKanLoEv+DF0MzYu08u0hWs2kJtKFsJx3H+kRB8nGXP4G0//satzSOFDZexgLP5fFUPDfQVgrE4/xWP77ulwbmN1/L7Nd3quGELAiwL0C4AnMXCyUq230SVb38+lgMQ4/+vaGAD5goA+Al7J6Ym4L1840Y+hsW0rLoKVF8AH2UZLIoxXsTiuXq2x9xy8qvnAK0CSEO3TmymZplClAC2XQW8tntyh9kYpmq+WaoD6bdVMUybGdJPGqYSWxxrWJkdypi/cDz3SQDfiQ3sRrF7Dis8eF91oAfU1P23tei27nHw+UliCx/TDcVAATZtJss4vfahrgZotogC/ZMOBgWQSm8Nj7qpzuzSu+KR02olv+0FiIECpLXq+Tii04EmXlEfTj7pXWETYFBWRRi6FIKFy6krBrNLAUdx1PufBLyMJ/GAqImBirC5PpJ5Z2dNZTnAs3Zfn/5vOH0KXhBPoSU/hUECtHHDU1lmZAe1y+ENHMKSr+eetr6efIsiHHgS1EShTSI8F0J4KYRwMITgxFfd0HAAtyuk4yCt+PoeN0xvUB98mgAexM2oD1SJuaXq2BazoCHLzoAzbbhPbN2r6JR9IenHUl+oYQk7db+m2tcCINlfflf+Dmas5ZiP0m76AAAAAElFTkSuQmCC) 18 17, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 18 17, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 18 17, auto;}
}
div.testarea{
animation:rwdcur215101 2.3333333333333s linear infinite forwards;
}
