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0%,3.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe3UP2gUQRTH8c8dxxGCiDbBxi7dgIgEBEFLSyvb+CeNnYg2gmw1NoKFoGBh5x9EVBKUFEoIFgopJThiISJiEYKNEuQQOS12FhMxuYuau2Z/zfDm7c73996+nQZ+2FiNHvl/UnOY8F4Gthy+kYGBwNczMDD4nwwMFP67gYHDwWHne/2GW6rmfpOXh2mghdkqKKS9OIA2tmMhCk/7OaiQzuIUFjCNEXzEJHYg4SLOYDceYrGF94UEV3EEJzP8Dq6hLwOYQ8RRdLELh3ABi3iM1/nZYzgXhW4Tn/LGFI5HYR4zuZobfcL5NdAPchF3czyDeXzFQexEOwpdaEZhRdmmV1F4BlEQhdtRePsXBqajAN9yPJrjZWVX2vhevdTK6xjWwAppD5ajsLQJE2vAef2S107mfUa7kEbRqVy/wb5CGsnwcTzBrU2Aq7OqQsbwAUur8u/wMscTmGgU0hSe4zpWsuNx3FNO8aMoVFWtq0I6rRy4S7iCE8p2zym78gI3lYN6vzL5326/QmopW9zJ33x1rgnV4OW9bdlgrVq1atWqVWu4+glxNGSo8ClHrgAAAABJRU5ErkJggg==) 0 0, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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56%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
