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33.898305084746%,43.967796610169% {cursor:url(data:image/png;base64,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) 3 4, auto;}
44.067796610169%,47.357627118644% {cursor:url(data:image/png;base64,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) 3 4, auto;}
47.457627118644%,50.747457627119% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50.847457627119%,54.137288135593% {cursor:url(data:image/png;base64,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) 3 4, auto;}
54.237288135593%,57.527118644068% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACD0lEQVRYhe1WMY7bMBAcHa50yZLwG4RDHhAc9AAXKbdgcU/JA+4BKlSodJEHLPwCwfATgoNLFinSM4W80ooifZIduLoBCFGkxBkOdxcEpgh4MJ40+fGwfbiIIiIHALy8fui5x+F42D78COJdhsTYZ/hM9NX1nvXL8bAV+1eT1wSUzk4mT80Zb+31Td0SA7Md1zT239qx37EVEdn19GBQDmTJNZns+NScB3LvPcy7AX5OxeVE6CMoXl4/rtkV9GIdj3aXzuJb1YswxmR+T2NpwA3k8TnnIK7IPxeBM77FAvQLM6OqKgDT80+JOzVnlC4fC8+zP9IotIimaYYJCTrvPYwxs2xY6tgaBGn7jQ37jQ0AAjMHPVdT3zq2oWMbahrmJniKB5Ziv7GT/p+dA9Afj2DJ7m8SIOS/dt/x428fbPIsy3J2DDogY9xVdlPBmCJWxenmLBgELE1HiXpxI5eGS7NAUFxqO9DObY2q3iLcFANEBGZGx3Yg1eTMDO89OraxU3dnQQCAtm3xu6lmwSVkVVXBGJMLvomI1Q7I7oUsZzczY/fuAUyz4OLUXRefkGpSdFTByX6XK0o3C5IF48oXjyfErc6CLGrqj6PGaLekYQLFrLMSk6uYRhwTuirKneEO3p6ciAIRJe3WjYiST73Y6jQkIjjnAIzRHeV6AfTZ4pxLPrWI/30FlzWXfveFL+Af4RAvMoEhfQkAAAAASUVORK5CYII=) 3 4, auto;}
57.627118644068%,62.61186440678% {cursor:url(data:image/png;base64,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) 3 4, auto;}
62.71186440678%,71.086440677966% {cursor:url(data:image/png;base64,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) 3 4, auto;}
71.186440677966%,76.171186440678% {cursor:url(data:image/png;base64,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) 3 4, auto;}
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83.050847457627%,86.340677966102% {cursor:url(data:image/png;base64,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) 3 4, auto;}
86.440677966102%,89.730508474576% {cursor:url(data:image/png;base64,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) 3 4, auto;}
89.830508474576%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur63707 0.98333333333333s linear infinite forwards;
}