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19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 3 2, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 3 2, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 2, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHiUlEQVRYhb2Xe2xT1x3HP+f62o7tOG+blMS8E/JoeD8CaUsJtDBeBbpuBSYojP6xoj3+qbqqmxSkSRvrNq3T1k0VbCChVl1h0FKkgshEtwLj0ZCQQMjbefqR2HFsx44f8dkfLjQN0EEF+0lH9557z7nnc7/n9/udcwCkTlVkjjVPApL/s6mAiMYTcvX6rfgTJrqbL8iOxqv4vG4A8agBxg4gv7trDwbrfMyGOB0NtdRdOUt3x41HCjL+w3LjCy+RMf0p8nK0xKICV2czn539B21NDY8E5A4AgFsQRTYdgbAkFhW0N9dz8dMTD12ROxXY8grH33ubdZu+h2XaCqbYFAb9o+hUHdF4lNb6K3xWfeSh+YgytqJTFWzTi9m45RU+PnYYR+sZ7N0JjMYEUgkDMH9xJa9W/ZG5FavgIUSNZmxlNCGrzBnZZD42kYm2Qk4dO0R+rpnSxytAjmDQK8QSo+Tm5LJ48ZPozbn0dbVUjYSHq4C93wRAGVcXDnc3nT3tWKdMYtmaLXx87DCnTx5mTvEsAAxqmC5XO6qqYeWKVWzZ9bNbfeU9ytfaHXOYajbLJzfuxB/wUFy8gI7rn1P90WFWP7eNPXtepamzhS6HHb0ugwUzS+n3DRONxXEOeIjGowDoVB0y4qOl+Qb1Nf/62ghSxz8IBgIkQiEAWtuuUTb/KQA++fAwKTotO3f/mHg0QvGMUtweH8Gwh7bum/hd/QCkTbBgzM5H6NIpnb+E5za9SE/7ZX77633S53XfAXEHACBu1JyXy9Zvo+bSaa7FYyxaugyA4x8cRNUo/P3d/ew/9CHVJ/5K2HWRVGXgtjN5uoz4MwqZUryCDWt3cKG+kbVrN/L8+nWs3/y8HK/G3QBuxTqWiTb8rn5qas5RuXIDWiH56MhB1nhcKJ4mJqe0Mm82WAvBaE727eqN43bXYG+t4eTRBnb+4B0AzKnZvPOXv7Fj+7fp6e788m/vBgBQXLZQVqzbSmPjFWLDg+TmzeDlrbv405tvYL9ykvI8+M4agWWNxJQNqWnJftpRQaBPcvUa1NaBSPsWv9h3ktrrHYSHw7S2tvHyS5uIxhMCxoXhWPN7nVWz5lcSkwlQVbxeNyKh0nzufabogiwvgbkrIXMWZGSC0QQmk0BvAqMFJmRCmgmCQ630uqFy+Ubqm5rpcY8ykgjT0dxYBewdH4a3LRpPiPNnPqCobAnDAR8LyhbTVX+KIq2T8qmwcDaklkF6BqQYBIYUgV4Pej0YjQJrgWDxM7D2GQjbf8f1hloA7M4Gnl29iVRzcs7uCQDQWH8Zf1szcxc8Tb/Pjei/xpICePZJsFRA+mOg1wn0eg0aVaLRjCmqJCVNMK0IFk0O0F//LmXTJpKfYyA7I53CgqL/DQCI/X/+ObOmlTCnpAiFbmwFgtSVYJgDWqNA1SooShwhQAgxpoCiSDDDjEIoyGjFoIkx3ZqJq9+B1VYIIO8aBWNNpyYZ5UgAW1aCdAsYv5Bd0UiEGEXcxZWFEIAEFWIlgiyTm0jUSywwgKOnj/TsjPtSAIARTZTgsJOMfDCVgMYoUOJfZtmEF0Q7SP9XM+8tJbQ6iSZXgzLSgkGTINWQYFTVA/fIA3cARIYBsFpT0E0aQWtODqSGgWGQDog3AVkgLBJNOkgLiLSkNFJqUNR5yftYclXVxCP3D5CiNxFITWdUVuDrqCYtDPoAjMaAKESd0NmRbGvJgex5aQhDKpjdgIoQlSisYjTcSSQ0SMDrwzs4dP8Arr4+FAFB8QQnTlYzMx0KLKAEIOKHIQ8MeJJtc7KhwijJXvgeEicwgBA5JPwhwh4/Hr8XUAgNuADEfQG0N15nxoJShoQe26Tv8++zB2g0Jt9FQzDoAF8IMoxQFAFtR5DlHW+jL3qdxGgl0vspvptXcfTDiD+CMOTRabcD9+GE0XhC1P7nDFqRwaDXxeNLfkjW1A3UtUNdOzQ6oSUANwe/uLrgZo/C1QaV2qM/AkCTu5k+sZIbw2n0BqCp7gJuR3fy3f0oMOhxV1kseZisOVy/doEllbtx+kL0dA3gdAQJR2AoDokYlGuhP3cRyuS1nKu3c+bEYfKnVVC6YB6hRCaGrBn88/Qn9PT2CniATWWq2Sx3/ORN/CE3vc11LF31IpGgD0dLMx3Nl/D6Qhi0kDdpCpNLyonFh3E52gg6k9752k//gNs7gN3hpebz8xw99Hvgrink3pZvmyw37X4DZ38XvW030BqMzHpiNaMyRn9HGyl6HSORKDIaYijoJxGP4+lrJ906iXh/N7/c+xaX2lq42d7D8QO/YcDd+2AAgMyx5vHC9tfQ6GJculxNNBwkK9OCNlWPQdUSjsdIjMQZCgYBCAaGMWVmARALeNi+/XXCIwGOvH+Aq+dOPTAAADpVkUuf3kxZ+TKyctOpu1hNJOQlTUI0xchIJLmli2qysdddQaczYC2YSYo5jcE+O4vLt+HovsaRg/u++cFCpypSZzAxe848ptmmkzbRwlS9lnafC8egH3e3k067/ba3A0ywFWErKiJnQj5ZuXM4+KtdD+eINTEbmWWCdAFDEjyD4Akrt3c94+wrC8Z/ASOAJJl6cZN9AAAAAElFTkSuQmCC) 3 2, auto;}
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52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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}
div.testarea{
animation:rwdcur239408 1.4s linear infinite forwards;
}
