@keyframes rwdcur249435 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/UlEQVRYhe2UPYsTURRAj8NOmgSfRciHpBACCm4xkI8t0mylbFJrG5NSSETEev6CYEwRjJjtZrERBFNYBIuwiZjKShuLZYvIFiIziITMtUgCY0zUWSTT5FRz77vce968NwPwAUgQFMViUQzD+BiUhJZIJOh2u1cNw3gbhIQGkEwmA5PQFg9BSWjeIAgJbTmxaYnfBDYtsVJgkxJrBTYl8UeBNRIaUAKOgB7wYh7/tdcqdrzBZDJB13VqtRrNZvMl8HWp/gC4SzS3x7UK7IRhYsOnw1ucvX8H3AC++TKoVqsiImJZluTz+R+u68pgMBDgwVKpBgzZrQsZU9DVFDhBV1MyprBbF2Doa/hCwLIs0XX9EXC/3++L67pSKBQ+L5WWiOZmw+EYSM3zKeCYjClEs8LsOP6ddDq9GA5wqVwufxcRabfbAtz0lB5RaCx2nlpqk0JXUwoNYXY3fHHPG4TD4Wfj8Vgcx5FYLPbKs9Rj/7kAJ2v6nM7Xe36Ga8Bjb8JxnEar1cK2beLx+BXP0tmT2w5KqcusfgMJJjbAFz8C63gYCoWeAtc9uVIulxPT/M93wAcaMKzX62KapiilpsCpUmpqmr98Bb7+Bxd8SlwE3mSz2b1KpUIkEsG2bTqdDqPR6Fz/Ab8CMNvhAXAHiDE780Pg9Tl6bdmyZcuW4PkJXz7KeJXN32kAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur249435 2.1333333333333s linear infinite forwards;
}
