@keyframes rwdcur55628 {
0%,4.3776119402985%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACV0lEQVRYhe2VzUtUURyGn3PVe29mzpjfZrZILBRGSrKFFmIifRCGgtCmwCCIMHdRixb9AREE0aLATS0tWhRUGhIpIw6RiqA2iCnaoGU2X17H8Z4Wos1m0nsT2twHzuI9/D7ecw7nHHBwcHBwcHCwyZx2Vt2JOsJu4qBa/y6A0XlEuPtHZTDPHVM8Lk2v1FHKFUQJQAzz87gMd56L9b3ecQPT2plv2UIt2NDdxnUq8ZLDAMvsY4EKZjnIDIWMkx0Okj7vJvbpOGOdF2hIamhbDGmn8ha18zKiN22OW0xLkLIAU4JMOkpZkw8Y61oFHUCxY2Bexk5q4k+qaYCXXAACW2yqH4UbHGp+gfehbQMHRHpLog5wjN71BW2btxy+ZJJfZtlAj3qiYC9pzYlzw9RYLcMTXKkzdNRbNpAj1I5dImXzCsYNjWdUWTYAIBGZqVYSxrRGNZPUtsS5IVp4zh7LzVuJsJ+nE5Z2YMIM1btEWt6GlobkJbWWmwNcZtCvMNpryUCu0IoT9Q8quEeR5eaPGV1q5Ga7gCVLR/BVRic9uDZ1kMK/xrcS4Ro9732Ue8Lo7nxC0SqG+6u5clcQ8QJYMnBUyfqwIFf8uUIrBchiigwk4SR3v5yleB1N7TUwJSBHgaiARQHmRoylIyhbeRMfkcGLP+Xq4roBP3fwJ41vwOcD/CpE02A6Bb4rCc1tM6mdLnml1jzqU+tGumn70k5gOfG5LcKUXfTPSjKqt6pl+zMCCOlNCkDI0IsHuHr7F+7a3Rh48H0so+O+gIl/qW+ZOChrNp/3/8ZvWtrQEIUuKxgAAAAASUVORK5CYII=) 14 15, auto;}
4.4776119402985%,8.855223880597% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8.955223880597%,13.332835820896% {cursor:url(data:image/png;base64,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) 14 15, auto;}
13.432835820896%,17.810447761194% {cursor:url(data:image/png;base64,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) 14 15, auto;}
17.910447761194%,25.273134328358% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25.373134328358%,32.735820895522% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32.835820895522%,40.198507462687% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40.298507462687%,47.661194029851% {cursor:url(data:image/png;base64,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) 14 15, auto;}
47.761194029851%,55.123880597015% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55.223880597015%,62.586567164179% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.686567164179%,70.049253731343% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70.149253731343%,77.511940298507% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlElEQVRYhe2VTWhUVxiGn3Pmzk+SyXScxFEkpgaD2GikNBpjEAshtVm4sD9GuirVEhEKFkoXXaXdtJTSFuqqtEFaKNSA+NMaQkCtqdXEjiAhSmpAa2p0Ets0xkkyc+fO+booLRqTSeZO7KovnNX53u99+M6598D/cikB7lIfjFFjjbM94raPcmO66n1ufUCruoDxrO5TE41PSsHpqBQcH3RG+uu4OPHYAIRWfcfXuzYt8mpE+1vSmLBSmIRkHERu3TTTP6x3gm+FOTn+WABOUFP4tDd6uFhbO3xKP7J/PTOZ8KP3RdL6+1I6FzSJR7vMIaFVRyx/ldZUzhYOUOYpCNpKPkphOcKzlgDD7CjM1jenCVz2NRyqUMFmS6k5mw6Zyfhdk/wwqgKJ25J6Poznx9W6qGPQjv+6kUuOa4B2qnzVvrI3VuqCj7OZHIyZFCdpi/hCymtGJZUsUrr/jqSObrLPfKLAPFi/4CNo5qqdkUxJRkzWC2ahdbHyFi7VfsuvtG+lLghFlL9+2jh7z3rrqmbWLxgAoEi8390XZ94brmcZ7FOeUJkR6+28ACqczh4j0peaZwqzqUhZwWLlHYvRGHINAJDx6n33xL4oOfocxFmq/M8EWJLMC6BiqiOeFPlqQuwTufiSxhmLM33wZ0YfyswZAGBtesu3g5JoE5GxhXoM0mXZiWOvcfahCbh6CwC62Vq6zhtuCHg8hwFICgQUjogtGEtQY7YY7VMqfkOm2q6Zie7dTiw2M9A1AECHp357rRU5KCLl3fabegVXuqIcn0qwufcG1VuuU22GCa+aIlAqKLOE1OXNDBzaSWNHPrn/6oJvW+Ulb8OpIX/Tnj2MjoDIcoyAzLkqychnDBxJQyBvAGGXbmeXHuCF6DamswbPXO30tC3CDP7W53S/nEs4iLzOeNqwbI2rr2CmBlj1Uq6eL3nC+o0DDXkD/MT7y69Q8qIbr6BC81fNo1Z++SDX8YNIMwnJsG5nXuE3KfG9wtiIG4CTnBkUCOcF8DWdTW7Cv6D/zzSbmgCsfABGiJZl229mkv2cOh2jakOCQHgZ96dq6Dtfy973FJM9+WQD0M7RhmCWH8+73EoLVNlQmIbyDJQal+/PrBoCaz/xwbkAznHsgoBv0QJnUxffbGzh9z8eDF6BkSOcHxaCtfP583qM/tFtdpf30vLOPcJbi0iygdi5NRz4VMG1xei/YDmgM4t5xv+F/gIgAgEmO/bspwAAAABJRU5ErkJggg==) 14 15, auto;}
77.611940298507%,84.974626865672% {cursor:url(data:image/png;base64,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) 14 15, auto;}
85.074626865672%,92.437313432836% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0klEQVRYhe2WW2wMURjHf2dmdna7xmZV1TWNuFTSujy0GhFKxWUTt3oo8UaIEBIJifBUIuHBA/EmiER4qTS8uFMeXKohEQTFg6IoS9Hb7s7OfF48LGl32dl66j85mWTmfOf/O9+Z+eaDAQ1oQP2gOmo0APl1TSeVS+MjlBlljDR1vbvihxZfMYnQ4w7lRG2cpyWJ6y/6HaBBn72sxAhtVyJFfqUX2rgBP3o0SuJUPsblV/EPDeU8SKbGGLkybzEjS4CtljIq1a9t+dAACoeKb1u7m5gaxnwIfEqNy3hGf6Na0JRwYIhmVvaWUkNpxJRbHvNb1VEioZwDrDUXbfEr3dJRfWZ0mDJDCSe5Wcf/m6dngCfMseLIlKCmj0k3L6AMTSn1ujMvbuUU4JsplfnKV6JleJ+7xEkmkPxjPZfe5wzgMguCeUq5QWXMzDT3u9gMcX171jDHTL3v6SsIkxxbTGgvADGBQO9Z+CKJH92SbBjnhB4N5kos9VlWdUCo0RrNtoV5ylc1UVk7AK7FNjONRgq4Rw+j+UwprYznLSN5Rn4sTt4nC7upguYT1cy/kI3vb2oyq5a9NiMt7f6ldldguezkjYDICFwB6XNMwJHDPK+3IeAZopUlwc/m4jMdLJe59KQ1/nPU0XjcM4BQq101Zs5o4NDFfzEHkfV8s12GF3uGAKil+Z8BQKSFfRs914Hb7BtxlzHzsokVVCjzrAyqpXl/NrtfSac4lFZ7Mm9hqLmar23ZAJznxkuBsCeAk1yKZGN+lCftNtMj4LEStlGY9ge0ki42ce3mfUondxIID6eju4xHdypYt0fR1ejFG4A6zs6z0hSe3byzBUoSELShyIECN0ctAABvwNjEx5d9Adzi3F0BM/NKHnSF0+UbiH5JNR6FK/XcaRWsikzxOWlK37Oq6B4bdn0nPGsQMaZy/1YxWw8q6LUT7jclQXNyecb/Qz8B6nimE064bIwAAAAASUVORK5CYII=) 14 15, auto;}
92.537313432836%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur55628 2.2333333333333s linear infinite forwards;
}
