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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGpklEQVRYhbWXWWxU1xnHf3fxzHhmbGbGNh4vuMbBC7ZxDCUGgkoaG0IbpVWipIuagnigjfpSlZe2alS1FWrTRYkUqWmaoDZBykKVpqFKulC2hkBLEC4pm3djg7dhZjxe5s6dmXvvOX0AUwvZxkjmk87DWf73+93/d+7RPYpnjehLX1CeBOUTFheNdTt3tYYaGl8UjiA2kkCMx9L9b+37EnAWGFvkcwBQPGtExl8ikrF/aG2LgKhr+/3+d/0rq+stVyFiapzhqIJXTxFp70RN9h7rf+X5bYBYLIDqC4t07c/6Q4XbnKMgmxdYW9Xy473Hy9q210+l3Vxqj3L5YhrbtNjbXMPWmmY8Rfe3+sqr3lxscgAVIKcwRe1zd4TY+2wqGm754ATmpVFKl3uoby7EmTbZ/fZFRgYiDHSmKdv2WAvQclcAMxA1ewdCoVYxL8TqwxECrx4i3BCman0Y1adQVJ1HceIMxoU/U5wcZmK8oApYyMm5AaSjoOVnWPWDodCyLXNDnL6q8tHjD2DnZHH+fgTfv06RvdRO1cRVdtZUsk7tIjXtLDb3LAChILI6IqOh+SyqvhMJ+TfJ2yF++qd1ysTYMg+N771BuZ3ks0EXD5w7QrS7i8ZXO1gfmYbEBVwrm/eoxfUvA/qdAHQAkdWQWQ2R1RAZDd1rs/KbsVBfNvRhql0+dPPruHzw8FtPvr1OHq1pDKM3llEi4gymBEOTgqNeg97ilQRav0xm3KhLXuios3pPBOyOg88AU/M6IIVyK/GNpuKkNVS3oOLp6Xx3Y/bj28tRXF6Ee6idWE8neCq5XrGdX1SGOVjRRGbcoCw2QKXRTbGW/ipQvpADWl7lsz8Ktk3pIq0hMjoirSFMHZHSwFHwlSpaMspuEX9wFN6c7FKbQjXaRI3jOBw/0cvrE6v4dDCCO9WHEVNYNmVQ9JkSqr/9NIUtdYA8GT9//uK8JchzhGfm7c0BHwOvBRCKRAoQDoi0RBVSb9jRtE9f9QJKez/f6iohMTqONuEQ2BQgVH8/RmwDmw2DUydPMh3NJXItTklNA57Cor3AgXkBpOBW8uH9XvI+fw7VY5JNGNhGGis2wYqpYcIPr8ZMFWMtHwRRhpoJEDKHKddCHDHz2PqpUkpNAWYuXR8eJ3FtDGXdWtzh6krg+8DP5wQwpGr7rvj0ay97EGXvYFy5sXGlkFjxSUASG+1BHhlADRZgR0YxExoE7yPrL0eO9OFKC2xrOQlrkv5oF5FVTeRUNpM+00PQfVUHCuZ1IDbkYvo3gZgztCclff5C1S72zkwKI5YSkfMT0c73n4ienbVxVmyqUmK9LyYQ1/Pi6YPZtPJdwzrneuiJRxlNBYkG1pBOpBkSXtTz3TYwPR8ArtXyMMiKm92ngH2z2tfnFf4/6uua1nV8cOq/0szacv+hM7Lha7+SebvekJ4vvCT16u09C4n1bIeybVb/jzfb3UTrr1/4Zd19KwpQFQWXP0hVUDI0GEdMj6EubwjTc2gX8PpcYnWuwbuNbsOLP1jIVNrCtDX8fjdBb4wHt4aoLfH7gYb5tHc8KhcRx44dP9GJr6gOoH9wlMGO/7B2z26UwnLMvucXFC8FwOWP/3agrav/4rAeDJKJR8l5eBv51XUkRuKMTU+OAK/NJ16SEhj53i+6tj9K7sbNZPL8JHs7GTr1b+I9A2QnjNKctTt/B1TMpV0KB/KdZHKHZprELl1maNAHI5L4yCV89JJUGsjbULNR1pa9nzjwXBsQmy3WlgDgG6K09ZmxzihTVjmYQ+Rt+hwyvxDDLCA7PoxEw9+8oThnefkW8+LJ40BiRrwUDuBp3AzuAPb4FIrlISeQR44CUgiEVY0V6SFzPUxOee1G98o16zNXLvTPaJdiD3Rnr/aNKdLEVVyAtGykY6PmaCi6jqLpqAWrmP7oLzgE8TS1/WG2eClK0OdcPd3upJykff1aiz3Sgbe2EdW3DCuZwZlKIh0BWi4iFceZGse6cvYnM+IlKQHwT7v7ryeA7wGPpK4MvefzFyNtG4QEQMkNYg13IM3Y+dnCpQKAG5eRFJDORMaRuSPIjIWw7Buzqg6eANaZ3/5wtmhJzoHZoVVsqpCpGNn+T7DjwyDlguuX0gGAx0OP7XiJ3DCZhImdiOJMRMDlR3H57y2Ad23bU/4tX3lFL6nWs5MmWkBH9eaScRSEkUAkx5DG9XsG4HdVrX9H5JZjRm78ewgjhT2dQkodxVuE4i1CaO57BkDq8hn0xOStvhWfRIrbLsl25ghwevbQ/wC9Zws+liXz2wAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur171376 0.66666666666667s linear infinite forwards;
}
