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3.8461538461538%,7.5923076923077% {cursor:url(data:image/png;base64,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) 11 11, auto;}
7.6923076923077%,11.438461538462% {cursor:url(data:image/png;base64,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) 11 11, auto;}
11.538461538462%,15.284615384615% {cursor:url(data:image/png;base64,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) 11 11, auto;}
15.384615384615%,19.130769230769% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFAElEQVRoge2XW2wUVRjHf+fM6ba0hV60pVyFKrSVixhFEYIhJKLwAGiDkgImQjQxxsQXEpXEkKDBCDRBLIJGEkiMYoykXKTUqqmQQA0WUaFQbrUtEaEUutvuzszOnuPDttgKu7649WV+yWQ3M9/58v9lZr85K0hCw45tpfbNG6uUZS1Iz8q621JpuVKAtu1ON9TVITyvVtuR7TPWvtecrE8qEXc6eeyTD4vdnu4tgYwh84TRSvQWyt5DAFLEP4UxOtrZUSuMeXHam2+3D170OLcJHK6qXC6lVYWODRsQ1oCyLIQAvNgtASniUnheOHr92gtT12744n8TqN+84XWBWYfWKh5MUFBSpgtKymTOuHEgVLzQeIRaWuhqbiJ49nT/u6LdPy6vnrx+S+WgCxyuqlwcs+3dxvMCUoAUggeWPs/Q0WOTNui+eI4rtfuJ9XRjCRDGeF7Hn4tK3936dcrT03v3Lzcez3W7Q9u9SDhgoi7addGOw8Vva/DCPUkbZBdPYPyKl8geNUbjuggvqgJDc3Y2rSrPHQwBC+DJUQWbYnZkDrEY6VlZOubYAs8jeqOT4O+XKCidhAwEEjaRgQDZE0pFz6mTWoeCQhqdKbxo/vsNJ/enWkC2H2/INVF3qXZstG1z/8JyXbawHFwX7dgELzRzaud2YpFw8kbpGRTOXyxxbIRjExg6dPnVbZsSW/9XAmdq9i2OBrvyteswbMQIL39imSp6cDql5UsxXhTjOoTOn6Xp4y3ocHKJjOIJZN4zHhwH4bqZdmNDRcoFIh0ds2N2BB2JUFA2SfVdKHp4BmVLloPjYOwIwTOnaNq68V8lskqnIJwIwo5gCWalXADtjdWOjXZscseMG3Bx+KOzKF22ElwXHJvQmd84u/kdYj2Jf9iBkaMRvY+R8LziFOdHxsLhXM+NYrwoGTm3D47CmY9Tsupl8FywbXpO/8qFjWvRCaaTlT0M2StgeW5+qgVYn8eeDfmYynzM9VO/mES0ffmpqS6yzMFCzDeFmJ+eesR4XTdvq3MvnTPNozAXR2FaR3Mg1fmlErRbgAKCl84nLBxdXsH0ql1Iy0IJCP/8I2cq5qODXQPqoq2XUIASYBlSvjeSFpxQxAXaDu2zAZ2oeMQzFUyr2oWUcYlI41EuLB8oYdcd6AuPJTiRcgEFNQq0EtByoFp6XV1JFxQ+XcGkD3YhRVzCOX6Utl4JE+6mZ+/nfeFRgrpUC1gHI4QWZfKQghLpRiyptVM05wmVbFFm2RSyiu8jWFNNGgZzpZ3osXp0e4v26muFJUAI8UNhGynf1AmAHXcxWQlOKpBSKT33swO6YM68pBIAob27ufzKMtJNrP9jE/8umJ3XypFUC1gA1RGuLskkRwkeSzNaXD1YrfMmTZWZxROTLk4vmcyQe0sIH9pDmjb9w3+U18rWVIeH3t0ogBKsVlCXBoiekGpcsZCzr63s9q5fdRMt1tevaffod2HLDAh/RBpeHYzw8I8/NPsKyFaC3QoWqN5AaUrpvJlzdN7c+crKGBI3tiM4DfWeXV+r0hy7f/g6aXgup43O/0Wgj++H85YSvKEEGX0zXZlbIfvP+b7wriWolIY1OW2Jx/CgCQAcHUGRgjVCyGfTjS68U3ik7FTwVUDodXmttA5e7L9JKNCfppFMtgQzVfzNrSyDawmOF7XTmOqAPj4+Pj4+Pj4+Pj4+Pj4+Pj4+d+IvO0RAMAldp8YAAAAASUVORK5CYII=) 11 11, auto;}
19.230769230769%,22.976923076923% {cursor:url(data:image/png;base64,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) 11 11, auto;}
23.076923076923%,26.823076923077% {cursor:url(data:image/png;base64,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) 11 11, auto;}
26.923076923077%,30.669230769231% {cursor:url(data:image/png;base64,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) 11 11, auto;}
30.769230769231%,34.515384615385% {cursor:url(data:image/png;base64,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) 11 11, auto;}
34.615384615385%,38.361538461538% {cursor:url(data:image/png;base64,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) 11 11, auto;}
38.461538461538%,42.207692307692% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFAElEQVRoge2XW2wUVRjHf+fM6ba0hV60pVyFKrSVixhFEYIhJKLwAGiDkgImQjQxxsQXEpXEkKDBCDRBLIJGEkiMYoykXKTUqqmQQA0WUaFQbrUtEaEUutvuzszOnuPDttgKu7649WV+yWQ3M9/58v9lZr85K0hCw45tpfbNG6uUZS1Iz8q621JpuVKAtu1ON9TVITyvVtuR7TPWvtecrE8qEXc6eeyTD4vdnu4tgYwh84TRSvQWyt5DAFLEP4UxOtrZUSuMeXHam2+3D170OLcJHK6qXC6lVYWODRsQ1oCyLIQAvNgtASniUnheOHr92gtT12744n8TqN+84XWBWYfWKh5MUFBSpgtKymTOuHEgVLzQeIRaWuhqbiJ49nT/u6LdPy6vnrx+S+WgCxyuqlwcs+3dxvMCUoAUggeWPs/Q0WOTNui+eI4rtfuJ9XRjCRDGeF7Hn4tK3936dcrT03v3Lzcez3W7Q9u9SDhgoi7addGOw8Vva/DCPUkbZBdPYPyKl8geNUbjuggvqgJDc3Y2rSrPHQwBC+DJUQWbYnZkDrEY6VlZOubYAs8jeqOT4O+XKCidhAwEEjaRgQDZE0pFz6mTWoeCQhqdKbxo/vsNJ/enWkC2H2/INVF3qXZstG1z/8JyXbawHFwX7dgELzRzaud2YpFw8kbpGRTOXyxxbIRjExg6dPnVbZsSW/9XAmdq9i2OBrvyteswbMQIL39imSp6cDql5UsxXhTjOoTOn6Xp4y3ocHKJjOIJZN4zHhwH4bqZdmNDRcoFIh0ds2N2BB2JUFA2SfVdKHp4BmVLloPjYOwIwTOnaNq68V8lskqnIJwIwo5gCWalXADtjdWOjXZscseMG3Bx+KOzKF22ElwXHJvQmd84u/kdYj2Jf9iBkaMRvY+R8LziFOdHxsLhXM+NYrwoGTm3D47CmY9Tsupl8FywbXpO/8qFjWvRCaaTlT0M2StgeW5+qgVYn8eeDfmYynzM9VO/mES0ffmpqS6yzMFCzDeFmJ+eesR4XTdvq3MvnTPNozAXR2FaR3Mg1fmlErRbgAKCl84nLBxdXsH0ql1Iy0IJCP/8I2cq5qODXQPqoq2XUIASYBlSvjeSFpxQxAXaDu2zAZ2oeMQzFUyr2oWUcYlI41EuLB8oYdcd6AuPJTiRcgEFNQq0EtByoFp6XV1JFxQ+XcGkD3YhRVzCOX6Utl4JE+6mZ+/nfeFRgrpUC1gHI4QWZfKQghLpRiyptVM05wmVbFFm2RSyiu8jWFNNGgZzpZ3osXp0e4v26muFJUAI8UNhGynf1AmAHXcxWQlOKpBSKT33swO6YM68pBIAob27ufzKMtJNrP9jE/8umJ3XypFUC1gA1RGuLskkRwkeSzNaXD1YrfMmTZWZxROTLk4vmcyQe0sIH9pDmjb9w3+U18rWVIeH3t0ogBKsVlCXBoiekGpcsZCzr63s9q5fdRMt1tevaffod2HLDAh/RBpeHYzw8I8/NPsKyFaC3QoWqN5AaUrpvJlzdN7c+crKGBI3tiM4DfWeXV+r0hy7f/g6aXgup43O/0Wgj++H85YSvKEEGX0zXZlbIfvP+b7wriWolIY1OW2Jx/CgCQAcHUGRgjVCyGfTjS68U3ik7FTwVUDodXmttA5e7L9JKNCfppFMtgQzVfzNrSyDawmOF7XTmOqAPj4+Pj4+Pj4+Pj4+Pj4+Pj4+d+IvO0RAMAldp8YAAAAASUVORK5CYII=) 11 11, auto;}
42.307692307692%,46.053846153846% {cursor:url(data:image/png;base64,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) 11 11, auto;}
46.153846153846%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,53.746153846154% {cursor:url(data:image/png;base64,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) 11 11, auto;}
53.846153846154%,57.592307692308% {cursor:url(data:image/png;base64,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) 11 11, auto;}
57.692307692308%,61.438461538462% {cursor:url(data:image/png;base64,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) 11 11, auto;}
61.538461538462%,65.284615384615% {cursor:url(data:image/png;base64,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) 11 11, auto;}
65.384615384615%,69.130769230769% {cursor:url(data:image/png;base64,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) 11 11, auto;}
69.230769230769%,72.976923076923% {cursor:url(data:image/png;base64,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) 11 11, auto;}
73.076923076923%,76.823076923077% {cursor:url(data:image/png;base64,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) 11 11, auto;}
76.923076923077%,80.669230769231% {cursor:url(data:image/png;base64,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) 11 11, auto;}
80.769230769231%,84.515384615385% {cursor:url(data:image/png;base64,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) 11 11, auto;}
84.615384615385%,88.361538461538% {cursor:url(data:image/png;base64,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) 11 11, auto;}
88.461538461538%,92.207692307692% {cursor:url(data:image/png;base64,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) 11 11, auto;}
92.307692307692%,96.053846153846% {cursor:url(data:image/png;base64,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) 11 11, auto;}
96.153846153846%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur142099 4.3333333333333s linear infinite forwards;
}
