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0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHBElEQVRYhcWXSWxbxxnHf4+POx8pyRRFyZIpyaIkS7QtL3UTb1XgwIGdBAhQFDAQBMi96KHotbcGvRbopb04LVC0bpG0SFEDSS0YTeolUgzvtiJrJynum0hxf4/k9FQ6tGTJcLp8x3kz3/833/xn5o0ECLYPaYfv3yp0/0/xnQD+6+IA+u3E/V9cEomHU3QfeRvPqR80ge7/8WeCSp7uo+fpPnjmW4FKbPaABBC6eUkU5n+PrjRPRh1DOvIjxn0HmbnyZ+zRj3AYs6iu72H3vcvQxKmXhni2AhJAbHZGZO//BkWex9ajsbE4y53LH1JaPcbMPz7jZHeM3f0qwdCXVEyDL6sNtHqgOYtqLk2jHMds0TCaJNzuGq78LbTQX+hyBLDbNcwWHU5rmmLyDvdu3dhpJz03/l2BlhLmNB2ZvIwiwGqR6OjQ8cqEQOqIMjQo4TBJmA3Qi0Q6sEh0buZl9dE/Kw4Qq8r4IzJWg4TDDAa7hHNo8zI36jpcuiKKyLyQWDyVFjWtRm+Pu5lsy11gMplAZyKfFpTjErIF5C361ctQLkhULC/mwSV/kGpVbWnb8hzwer0MDu+nZrCht4FB2TqhWhCspXSs5p+3m5/G/bkFsbgWJVMoE00km57ZEqC3t1eia4ilWvu2SbOFGqvpOpHS88+zJX9Q/OGTy2L6wRxWRztWo0yhUGx+33Lk7du3xdTn1/GvZagkoBQGUQfxDa+rG5AKw8ShM7z3/vtbivvXwmJuNcTuvn7enDyBz9O9qU+zdisrK2JtbQ2D2Yoq6dkzPEYu85CN7DKSJIMEOsPTgbUS+DMywmlnsm9gkwnWIlGx5F/D3dlBX7cbi8lIPJMlVagy/CxAKBQS09PTlCsV6pY2ClWNnAaO7kHWU/PYzDLFNZC+Ua9KpYHN0Y+t37tpVuFYXNz+ehnZbMFqtCLJMiW1RqpQQa01Nlfg7uM5nJ2dtLe1s5gu8vCrW2TjETq1GvqEoF2poYinRqvXBQuJGiVPP549I5sAGvEn2JeuoHnPYCxWyVejZGt6tPACXbEFjOM9rQAbdYkDQ8M4HA4qljRa3otfZNmIQan7MFcDjzg7LtjlhEcrEo8isKFzs79vAmff3hbxUjIkAp98wIB6j4WMm5C/RCyZpWjqRFHXMWeDZHOFVoCi1qBQl8ilsuglga/HTleixEYjidmocC0MYpfA5pEQaXg4K7C1majV61TLxRaAnP8+uZWrOAb0hCPLlEs2NKwoSgc2wy6yhnbCebUVIB0Nc89oJJNO4epop7Eyg2Hxc/YqEYQq4+1qYO3SobfB8QmIxhusRiPMT/8dpcPVTFZcT4ivLv0cvUmwqnnJCReDR05yYGwfis1GJJVlMRBCb5RbAQ4OeZhbWSUc9BOyOtBSCVwb7ShGMw1TneVyjuOlMgCyBQ70QDQpiKZSFNYTzWTBgJ/pf17l6IAZi+sNjg6/hrffg1OxEM4WWYwkyWQyTBwZawV4+43XpUAwKIrFIpf+9BE6s8KrF37MxOggsXichU//Sio4RV9nlVpKoDR02GQdA/uOM3xkEoCFucdi6uMPOTEk8J09h9V3DtXkxmAwIoSgVNVIZ3MU1pNolYEmwAsd4ol4TPzig59yXnyB06BRrsNN+btMvPNDTp48xdL818z87be4Y5/y2vdH0R37HZJspqTWMehlGg3BbDDK3NIqnnYzZydPb38ZPRtd7m5pYW5W/OonXzLZVsTdIdNtTZJevMGVZJjM8n3sgc+YGAVJakA5AGU/WTGCo62P9ZLGUjBCcHkeS4+zJfdOf8XNGBnzSZ7vnOVa2sHyep2RXQG6Mh+Tv/5LOiJTHN2r4vDUkeoJCPwacrdxkkGfmMVSSWDXQ6dDwTc+3pJ3q1t2y4jH42Lqxh38BQin8nhdKiO7VXo6S/R2q+xyg8EukFCRqjGoFagur1J5MoMeQWS9Qrla4603z7cs+44eiESj4tr1Gyzcu4fu8mWqhSJ3JZX9w3DWJzG6V8LhkpANUrOetTxUNyxUszqSKZUl/QiN0XMcPPk6vvHxFs1tPRCLJ8Tdx3MEMiXKkoX+QgkpFCRks1F7YmQ2r6ec0zE8IGG16DDqdYCgnBcUM3lKVcF8XqHQ6+bQiG+T+I4AK34/16dv4RoaY88BJ+VXFslrVfapVfq6BkkqCg8zBeKVDYyNIjYLIKBUFeSLdfqG9qHr3c+BV9/i+OTW74dtAaKRCDM3rzGUzYEQCEUh7erinKMN8+Fj1CxWkusxgtkQem2DoV4PAFWtQcXRwHfqHGP7DjHsO/Tcpd4WoM1hp8fZTi0Ta7ZZfePE+r2syHqy5TKa0Ybds5/D46OcPn26ZbzX693RYy/1orl48aJ48OABlUoFq9XKiRMnuHDhwv/kLfkfj38BNkwY1yK9GZwAAAAASUVORK5CYII=) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur6986 0.83333333333333s linear infinite forwards;
}
