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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9ElEQVRYhe1XT0gjZxT/vZlmoqewEiSn0ljxsnRPQtJLWRW99bDgyclMGErBIrnoQXAPIYcV9uBeglSQEmbGuBdhDwsRGtSllyYqHlq8iDalh0UWdcltzTDzetiZ7CROjLr9c2h/l/C+7/fe+33vm+99X4D/OuiujouLi1MAigDkhYWF9bvG+aQbIZ1O9zDzV0T0i67rp76pou+3KWBnZyfWaDQeSJL008jIyLtu8YXrJmVZjjHzMoAiMx92CwYAlmUdElHRsqzlzc3N2EcJGBwcfANgEkAUQJ+iKLPX8cvl8iwR9RFRlIgmK5XKm48SkMvlHGae92wiWspkMlIQt1QqScy85NnMPJ/L5ZxbC5BlOZbNZpvjpmmuAGjufb1eLwQFkiSpQERe8tOJiYkVnxhhf38/cDtaBKTT6R5RFJ/UarW3iqJM+wI88tGmNE0b8PuVy+UBZp7ybNu2m/xqtTq9t7f31rbtJ7VaraddQMsxVFV1Au+/6qg7dMrMj0zTrKiqugVgFEBFFMWvC4XCmedXKpWikiS9ZOYkgO3x8fGxarWaBPCCiGLuIs5EUZSHh4d/7CggnU7HHMf5lYii/nFmfiUIwjcAPtV1/VX7KnyVeBgKhf7o7e39gYgetsU4A/BFIpHwH+XgRqQoyiwRLfnHHMcZW1tb2+6U3EOlUhkVBGHLlxgA5hKJxLMgfuApME3zWSQSCeNDg6ncJDkAJJPJbQAV11w/Pz8Pd0p+I2iaNqBpWrQ78wMODg6iu7u7A92Zvi1QVdXr7VdgGMat74yjoyPuMCUPDQ01W7d/CwKT/w1oyeMXIP9DAm6XR1XVW38DmqZFVVW90TfQ8S7IZDKSoijPAZzYtv3yNgJc/omiKM873R0e/vI+kEqlWvoAADDznGmagUexRYAsyzFRFA8B9LXxtkOh0LeXl5efXScilUqNhsPh3y3LWsX7tu3HhW3b94vFYksnbNkCQRAetCl/7ThOwjCMMcuyVgVB2FJVtZpKpfrbEverqloVBGHLsqxVwzDGHMdJMPPr6+JfqYD7/FoGMMnM8+5VDEVRkkT0s8cTRfFz27ZPOtnM/KVpmhXXd5qIngLYIKIZXddbnmktFdB1/Z1t24/j8fg9LzkAENELH229UCj85vdz7fUgvmmaK/F4/J5t24/bk1+pQBDcFXzv2ZFIJJzP5xuqqjY7nWEYlMlkpHq9fumrwnf+RXTCtU+ybDYruOXzgs7l8/lGEDefzzeYec6zieip/2V1JwHHx8f9ADYAnAG46HSUPLjzFy5/w/W/u4BisXhKRDMAZCK63y0YALg8mYhm2o9cIP8mQYPguz1lwzDu/M/of/zr+BMSuLs/wtCXJwAAAABJRU5ErkJggg==) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur88376 1s linear infinite forwards;
}
