@keyframes rwdcur9382 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmElEQVRYhe2WsUvDQBjFfxVTOrSlGexidSg0i4ND/wAnXZx1d1M3xUnnbg6ZVJycu7sKDvonCE1BUDsUiqTYDJIMcZBrmybU5Csahz44OO7IvZf3ve84mCNlZKQfOk7T97w2AF6rjfthATCwOwAU9AqVrccfz1+QkNt2I0CuoMiTYFEiYJJY/b0EiR1wnKZfKp1OJS/oldjniRwwTZOdtRHxuPVJyCGhA47T9AG63W7kflJyEDjgee2QAAmxgqgLro+OxYQzCRi2nt9KR4DC1c1BugL2G5fpCNC0GgBvtyehvYHd+bub0Hp1qeuyq3cSohLU16uR5JJ2FHXB0sZFgFQNCUQO9O4Ph/NZyyAKYbZoBNZnESFy4P3lDivnYuVcMbFIgMrAyvY5WGB8ZoFg+LJFYzjiQNSG/b6JsRpNDkA1/lmJBGha7duFp3DLjZOrrMRBohLk87vTH5lj5HFFiEK4vPkQSP5kvX/NAQBdP8v0enuBtah3oabFC6HIAYVQ/z+Ppp4X76UsElAu32Qg4u5PkP45/g2+ANn/iiIU4fAAAAAAAElFTkSuQmCC) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABC0lEQVRYhe2Wvw6CMBDGT+OxSeLC5ERCZ2ef1ufwKZwhYTDsJrjRQQdogVqK1z8aDV/SUNpLvx/tlRZg0Ze1ogRX5+ND1KOY9R3pOC5JTm+Pu6EASFPFEDEDzgvKUHYAwhgxe+nStXkHECYmM+pMrEnRijkiA0RmiPYMoJqrsskD0hJwXkgIznNnczLAnNFHZmBSJUBT59P9PgCai9ngfqvCAtgYzIm8DRcA3yJvQwCA7W4v6655QZ6Bobl4V9uCAZiMbEF+MwcA/P0TSDMQxUzeilzW3RoA0rZEhx5Cl5ThAAYaXUodZJ+EKWiXg5obNICyKzB4Oop2HNd5+9Was3+89tcwAAJi0V/pCRnMRdI/2ybJAAAAAElFTkSuQmCC) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRUlEQVRYhe2WP4jTYBjGfydeSAu2HFjJeBWu6JatuIiTHZzqoGOLi7qJN9TpnB0P1HpjJ/EGC26ZCi6HThkEJQenCNIYh8vVYkI6xCGmNGmaP00FkftNaXib58nzvvm+D075lxmP993xeN9ttVru39JYCwsCTCaHgaJHd54Efu/1R4H/5eFs+IYvHjYxy91mKZBIHkMBA2Fxx9ECxS9en3DvZnmlhiITCAv7DAYDrt3aQ1VVdF1HHPUj62YNJZmZS2CROICiKOi6DrBQPMpMnImAgThxAFPrIv65fvf5IgD16lFkrV1qIop9MOINzrVgEXapybMHN3h/fB5FUajTja0FsO0mIvFJpTNwAUT6mD8OedX9kNZzKhINCEIN294C4OfxIPGB/ttDujlJNOA4GtXqdSzL4vLtr2udTscFpsMYFko7nD5n0hYWCgUAtre/AyBJEpIkAcG3zkoqA5ZlYVkW4CWi63oggVmymgm0QBBqkZ/irJgg1IDV7U1zM+AJBNeE2b56CZxjs3iAOQIR+PLrCpvF+dqlDCRRqTznzVM4+GYyHA69dN4+zvqY5QwYRtvd2Xm5tFgUkUMYtySHB9D/OpYl016wvr6FLBdRVRVT85ZiM5d8xhbs7k6AE2RZBmQAPuXoP4Ra4H8BcffK5TK6rrOxUZkuRHnIlIAvbmpdPnJ/2oY4Mh1IIDoF8Pb/S1eh0WjwMGE7znUkW0S9ekSv1wsY8g8jKzuU+jiOFplEWFBVl5VNiWG0XcNou+FT7yn/Fb8B6T0GkO6Sts4AAAAASUVORK5CYII=) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACvUlEQVRYhe2WsU/bQBTGf2lIalMpQQzR0VKJDERCav+AMDF1d+dKVOpAKepfwFCkLmWiW9Wp8sZSRR0QZELqUNYidaiCUBgYLgyozdCYuOAO4S6+xHYSka18UpR353fv++7dez7DLf53pMKDs7PnAUC7XWN9fR4hhOG8ublp+I9VgCJXAt6+/tEZFMDzHCyrcu1oBvhYad5I1B1lZDLzejKbLXU9zsBqVjrEPeQAK04uWHFywcXF90DZowiYCA+UCN8/MpymSqvYtk0+nwfg59c3fYGOj7OGqN7ncZkyMqAEZDLzeDkHL+dAAWzbZmlpqZ+80DWllFHxE0VBKAP37j6hfXWiHxSLPvV6Hc9z2NjYSEUF8DwHi05tHB4eJgqIg84AE3nS6WkymVKCuwmrWelkiW4GTv6U+/yi5jSttv7+5vLqHN+v4ftH1Ot1TQKdM1xeXo4tMCklFjA3eWAQCyEQOcCKXqczcJlqanLfP8KyKpo8TKJ+YagsUOjailz7eM4AAZfnmhyIbLlqtZoSQhiBwyI9z8F13VRUyovFYrIA36/pyXa7a+vdRUBK2VcDAL0ik6BrQO1ekScRq+Dq/1ftA0I4fUcWRqvVGiwgvPM4RPV7TH0NXGcIGIYc4PO7F2TmSqSz06QnHwLw8mn8zrXImOxMRM4mYO39DrBjBh81yDACohSvOLmAhHNWPt44BERhqrTad5ZJhXcjAWYvV4HBF85YBagWU6RbW1uBEIKZmRnKD6ZI359m7dmjyLXhO2IkAdlsyegGKSVzkwcEQRAAbG9vs7u7yycpB75ohj0aQ0BvKwohOJFl9vf3aTQayGvihYXHHHx5NRSBQtwHycAiFELQaDTY29vTc51jKRs33zBkIwkI10CYPJ7MHZYzWsDs7LfU6emivu9t26bVaiGE0IXouu7YP8tvcYt/ptk6dbV6VTQAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2WTWgjZRjHf7GdkAlpxxjTnWxticisUHbRvW3xoEhZi+BhQYWyID0EhIWwFyELKkZ0ocHFKvVSqLgXqbhiDypsPZRSxJUVtEV2uzbSRkrxbYc2JI1N2jGMh2nedvLRZFFP9n+ZZ5734/m/z9f7wjH+7/Ac/slmr9ojI3nCpQmpe+3DTU/Nqn+bQKHwuW1ZaQA+Tr5/5IJ0yXKEDRifyv9jcu0AFePNcNg4wKsXOm0AumBkJMGVKyk5d3y8NXLtFaFCwvTFZAi6z30EwPz8PAAP+nDGeqt26XE+hqE4wipcuxyy6xmsDmldD5i+mDN5aMiTTCZtIYQcUx+NEwiMUSjEAdA0jYtdCyiKwSuRF/h04wmIQi6XIxAYg9UWPdAIyWTSAwfu/mPB0b/zYgYlbED3DmDg853DejLNMDuwBjc3H0eINxA+h7yqqgSyYzX7PwCwt7fUjEdNwr35xZfQDUqHgdJh0NbWI+Xg+dc94HgBQAjBpUuZoz1wQOJEUzKZnX50XXd+NoGQI1rbaVhDGi0Wiwgh8OWn2Ns7fTSBVjA+lfeMjo7az+g6u7tlOPk71o9pMIFIDtaQpxdCSONHoR3A6z3VUhjgoCIABgbS3LjzEgDxZ/Ncv+OXY60YlwRaNV7ZWOIulMvvYpoxSqUfXGNCCKL+OhvUI3AYqqpSLBYbLpCxB+jbhm8gzASW1elq4VH/LSlndvqB7dYIaJqGpmkyg6uRSCR4rHOPtuBDtPl7gIeBxt20krBebwT4tTmB4fMHdVwP09PT6LpOJBKhv39L6uuF0VUtDVBDQOkwIAyD3fVPdG/uLeY7LwDQ1+du9/KuoOL25pBVIAkop7BYQsFouKiS3dW1bfgUKTc7uYuAY3jf4J+NJ09OTtq7u2Uymd9YWVlhbEwnXBXXa5dD9v28IdpdxgHLXMLyNr6eo9FHGBo4jfdElLevfkBBje+PfEshGN+voFTD9XUJVKAoBl/dKzMYqp24tbVlB4NByuYq391d5ucbn9TdUFVVEomE6waFxr3GRcCy0gjh57rwc7FrQept25Z3e1u4h6ef6mR2dlaOa5omv7lcDlVVOXPma9dV/Nl77iR1EbCstCsMAErYYGZmxl5fX2dxcZHbt3+it/ckc3NzrkalqmrdnmGaMcJMuHSHk7TGA5VGouvP7WuWOfvXLQjBzQXIZk0WF38hXJogcNgQMVRVBXARSaVS9/ckq2AwtOwI3fuKtcaLnWx3Ei6ZBPi+FZsuuFhubAzb/rXnXRMCZ1/+T5/lxzjG38K2gYb1dk9DAAAAAElFTkSuQmCC) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABCklEQVRYhe2WsQ6CMBCGf41lk8SFyYnEzs4+rc/hUzhDwmDYTXCzgw6kUC6leLTVxPAnhNJe+n9crxRg0Y+14gTXl9NLt5NU9gP5MC7Lzh/Pu+EAdKbEUIgDAECpkjMdH0Aba0Oqsf5gANrAZcTNwpoVTcyFkBBCOqIDA1Bzqug1oFRpFFzhbc4GmDL6SgZGVQHPphgfDwHwvLoNHvc6LsAcgymxt+ECEFrsbQgA292+a/vWBTsDprl+pn3RAFxGc0GC1kD074CvmU2sDCSp7P6KfNZ9NgDy9kqOPYStKOMBGBr8lHqIB1AZ7RzW5eDWBj8DFbl7inccN0X71pazf7j2tzgAGmLRX+kNa51ImORE6+sAAAAASUVORK5CYII=) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur9382 2s linear infinite forwards;
}
