@keyframes rwdcur129353 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSUlEQVRYhbVX7U9TVxj/tZhyRbI19aXBgZlvzcbwJpKMll4bbOltC2mqYSROXbJsUxI+QPbFRT6xD2b6B5iYZfu2mUpmFRfIInwhaWm0aAiFVm3Gl5FZ2hUswpXe4uHZh1GspbS8zF/y5Oaet9/vnPOc5zxHgY1D9wHw1TG73fmasT3xeFw9Ozur0mg06X379iU5jgsHAoE/4vF4L4A/NzFuUbjswFgTIP0AyKdcLpZIJEiWZWKMkSzLlEgkaGJigm7duiWLorhot9vHATRvl1gnAg/bgfkQQMsAvQaopqaGZFmm9bC8vEzhcJja2trmRVF8DODQVshPC4A0DLBlgCjLzthsbHJycl0B2fD5fMxoNMoVFRWd6xGV5BZUAxfqgZ9+Aco+BhSKnPqnKhWV6fWKw4cPF52F3+9XxONxhUajsezcufOfWCz2uGCHSqDFCUizObPOtgGAvu/uXio2+7GxMTKZTJRIJOjFixfkdDolAK5C/EeMgDRdgPwlQL8B7NDBg2QwGOS9e/eSIAiLly5dmrt//z6bm5sjIqKZmRlqaGigJ0+erAqKRqMkCIKE9XxCBEb8AMtHvASQB5D1gGQCbgBoBaABoFz5nmxoaLhhMBik27dvL7a2trL+/n6Wuyper5dZrdaRfPydnwFyrsMRQK8A6gAkM3AXwJ4i264xGAze48eP08LCQt6taW9vn0fuETWbzc+adDr2TXk5C64cOVo5dh2AVA9cLUL8FgwGw9XOzk5paWmtq4RCIbLZbOPZ7XXNzc0SiNHQ0BC11tezz3ftYo8A6gFky38z3zQsFstdj8eTN2CIoriIjC9otdpv3W73IohRxh48eEBnTp5kx8rKGIov+3rQ6PV6KeOY2XC73YsHDhz4DgCUdXV1p3ie57J7GvSf4uuuruX3a2t/BpDYooBZlUr1ayAQWM6tqKmp4XieFwFAmUqldJ9Uf7Sm9+Dg4Cufz+feIjkAwOv1ugcGBhZyyysqKpBKpWoAQPn8+fO8S+z3+zkAwe0IABAcHh7mcgvLy8sxMzOjBgClLMvKfD2npqZ2AHi5TQHJZDKpUigUyDaO45BOp1UAoCwtLV2zRwBQVVX1GsB72xSgVqvVaSJCtqVSKahUqjQAKPfv35/XyYxGYwoAv00BvCAIqdzChYUF7N69OwkASo7jIqHw0zU9RVEsO3HixNntsJtMprM2m608tzwajYLjuAkAUAYCgXvBYPAtlX9N/Q2fz6dUKBQXsI04kE6nv6irq1vjYxMTE6lgMDiY+V+NhJOTk9TV1cUaGxvZzZs3qaenR25sbLy3FfZCkdBqtb6JhABgt9ufnTt3jjkcDubxeCg7KnZ0dEiCILzTuwAAOm02m5xNnCvCYrFs6DY0m81es9nMNnUbAoAoiiN+v5+tJ+LOnTuyXq+XTCbTj3iTD+xY+Voy+YDH45G7u7vZlStXNpUPAMARo9EoTU9P5xWQsd7eXsbzPK0kmyyTEQ0MDCxlt2tpaaG+vr5V8qIZEQBUVla2OJ1OqZCASCRC58+fXyrUBsQyhBSJRDacEwIAqqurL7hcLikajeYduK+vj127dq0gecZGR0fJYrEwh8Mh8TzfVpQ8C6cFQZCGh4fX+MTly5fZ0NDQhgT4fD5WW1u7pNVq130XFIJOFMWH7e3t86FQaHVQnueLEofDYbp48WLmZfThVsiz4bLb7aNNTU3S9evXZYfDkfekjI+Pk9vtlq1W66behrkPn0LQVVVVfXn06FFXSUmJJhaLaZLJpEqtVqe1Wm2ytLQ0PDIy0h+LxX7H//w6fqf4FzS8vA0Yq/DXAAAAAElFTkSuQmCC) 15 15, auto;}
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}
div.testarea{
animation:rwdcur129353 1.05s linear infinite forwards;
}
