@keyframes rwdcur98848 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMUlEQVRYhcXX32vVdRzH8cf3s6+Hw/G0HZUWyqZL1/y11jBRC4uagSELRYsgCYluxMyg8D/oppvKvOjSiwjxwrzwpiArqMjUMsbA3zgsxYHNMY9zP84+3y42Im+kcwbH1+WX7/v5efLm/f18Pl9qSYP3sf2+Z3m9mhysiVd15tgSdodJrXpBk16b3fWo3fURoCf9Lr0bjoernnfcblftM46N1YIaahS4HYvxxeS9pDFZmbRkU9mU710w4FOMVQMKNQoM+5MgtGhVsk4LIoarBaU1CjCo39cWu2PUBQW3nK8FU2sH+NXh2BdTmZtOoN+h+gowrGDMMiWtisjXW6Avfhsvotll5/F7vQWYIyeVc8uYGgZw9gL9vojfxLzUxVlxZpGNyVtJhg21AmbXAUayG9koirUCGjQ7oGSpO+aiEYNV1A+6ohVf4l4VdV1YiS2J5V4N68NhPbjkWjwdzxvxl5OOzLx8EqMPgJU8eADzeBZ0el1Bi+U6LNTmpDQBT+oNH4SDNqkYUvQ3zioIxFOxz5ARFdf86IhJqXn6DbkZ1oftsTnu8rOLhuyX12xclzkqnvaaoE2jYlgVulXQblQTCsrxVMw57t3kX88VjoUDoVumLId5oinBdYtMKfpNLjuXMUj2S/aZ6CObHUs/TNdV9lTOOG0r9ltnX9KchGRZwmoTgnJcEG/IRLcFk5gy38fOuGLrtEC7XjscDCtDqiI1TLwUixIV5/QZUTbgqHEDoiFj/gBP2GaRt113yGVfzTS8WzRfUZsWOzQqatclk1qirAmpiguiE95JLLHNakdDd6jE0/GUEWUjBpxzdKY3P3nwEft/ZmDjjPAOc7UpKnjKBmflWOwNj9mDHrXt558rmF9lTR49gpdrWO++dNnkLl6qFTDbjagxaU4KKD8cgce1Z0uzsg67Ho5Am53huTAm6ngYAiWL5FWMWSBn+muoq8Ca8ExYpWDIal1YU2+BMeOCiIoKJuorsNZOnUaUBUuVdXizvgKpFeaJKnhE1KC9ngIlC+UETCjJmdCpxfQ5XxeBzvBCWOsHIX4S+/TJadZm+kJTl+z1ikkL/vN3vME97K0W9A8tl/xFb9XrzAAAAABJRU5ErkJggg==) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhcXXy28VZRjH8c+8HY71cGgLhBqaIhVrudVKkAAavFUTDKmBgMZEYohxg4iXaPgP3LhRsQuXLowxLJAFJi6MxAQMBFBMQ4JysxIh4qXU4yn0cnjHRauRDfFMk8NvOZnnO98888z7vkOeNHgDm2+41qhPs/5cvJozw4awPUxYoA8067PeiHm210eA3vRAOhI+Cz95xH4v+dFrxrCuVlBDToErsRgfS15PZiWLk/YsZhMOOG3QexitBRRyCgw7bxykfjch+M0ohmsF5RVg3GlXpG5XcE1B1fncrJx5OP0izcKfYUS/DA/mgaTTEBiOn8fzflV2UBsa80DyvwIGHHYyTISC407i23oLiPNiKXbGFpkoxwBOW8AZH8VDscltzk6LM42sS15IMqzNC5heByhnl7KrKOUFNGi1W4tF/jITTbhcQ/1l5yzAx7hWQ10PlmJDYrGnw5rwiV6ccSEei98r+9kRe6ZuPoKrN4G1uPkANvpnjej2rKJ2i3WZr8MRaQLu1RfeDP0eVzWk5A+cUBSIR+OAIWVVFxy0x4TUbCcN+SWsCZtja9zma6cN2aVRqzE9Zqi63zOCDk1KYVlYoYpOVzWjqBKPxoL9Xkn+9VxiX9gdVshUFDBbdF1wUZvrSr5RyE5lXCY7nL0vett6+9K30tXVHdXjjtmIXVZ7NWlNQnJ3wnLjgkqcGy/JRFcEE7hujnccd87GSYFOfbboD0tDqio1TDwTSxJVpwwoqxi015hB0ZBR34F7bNLmRRd96KxPpxq+QjRHSYd2WzQp6dQjk1qoohmpqh9EX3o5sdAmy+0NK0I1HotHlVWUDTpl71RvDrn5Fvt/ZmDdlPAWM3UoKbrPWicUuNNz7rADvfKt5x8omlNjTSN6BU/meN4N6fG4ETyRFzDdhagpaU2KqNwagbt0Zouyii7bbo1Ah63hoTAq6roVAi3aNKoaNVfB5NdQV4GV4YGwTNGQ5Xqwst4Co8YEEVVVpk7JdRNYZatuZRXBIhVdnq+vQGqJ2aIqZokadNZToMV8BQHjWhSM69Zucp+vi0B3eDSs8pUQ340DBhS06jB5oKlLdnrKhLn/+Tte6xp21gr6GzmVA6Ay79YPAAAAAElFTkSuQmCC) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98848 1.0666666666667s linear infinite forwards;
}
