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0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBElEQVRYhe2XW0gUURjHf2d2Ei9RIJqX3C6LWmQpbqUhlN2ji5UQYaFikA9dEEqJIqGHIoIgggQfhIqinooSegjqIYvC1bLQtJIULXUrNsVyM3R2Tw9areuO2+RaBP1hYPhu5z/f5XyMsGmqxAvpqiYmWv79XfFW/mn8ewTcLo1PPVrACKhGjGNnsfJEoWBGoqCjRaO0wnCI8SGrgP4HTpO0aao8fkWRUXFs9jJR5y/hxqIVQmas5yNg8RdT9delnnB+ptn5ieSgSHB0QV8PbZ761GVUZRcqGWtzBG9fE97X62qpf8QkQLdmhvJnu8uWsiOuF9Itgh12edXppN5TbzKJjHU7htpqRgJYMwX1j+QioDogBJy9tN26SAiMShoAQoGvXyTBoUMJ7GoFoGOsmHpTEBS/gO3AFCME25pkVvFWN5Xn3Zza66KrTd72RwCbpkrvJ7eEnstPTDK3WMgxSOohLiyMfMBq0O8n9p1UpE1T5dEKRQIRvx3oF+BzCg5kaXmDA+7y1kbKAMc44kdPjWS32UL2cxvlwCVgwNPA77IYB2Jnz6NzY75CYgpUVUpe1sl3jTWY8RjLCdsFM+dwOqdIIa9EIX2NwqEyE+Z4EQ2s9bSbMAIRMWKnNXNkIq2ZgvAY1vwRAg67vFpXNbK6dVWSbjt3PGWBqLUefvRAQvJQD7x6OroHfN4DAPELSGP8qy56aiSlSWnUAruBoFEWvghk7eLgtZcmuec4lb9x6DKgCNgKTPZn7PMLu99z/8UT14eP77lu4OBQSxINLg3LwuWCzlZ40yyxt5MKPNP10iuBUUTGcmHVNiEf9pt+xDl2UZHmBCS+Uj+MgE2BNkjB/lMK6qSffb0hVyEkDBhjL6gBuvWUvl4InzZaER4lAKm7TxSjJbBmEnrwLJu8xO65Vrh3c6Srwy5pqpEAj/XiGR6z6RYiouJYCtzylDdUs7i92V3b1wtpqwWdLZJzh92oKmeAd7oBA9WEw0hOSOFVlBmZnIEE8v05TOQ2/CX89T+j//jr+AY8O2WLuNZJEgAAAABJRU5ErkJggg==) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur56971 1.8666666666667s linear infinite forwards;
}
