@keyframes rwdcur80854 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwUlEQVRYhb1W0XHDMAiFXlZJZoknSPaIx2j38AbpLF7m9ccoCAGSc27eXc8FIXhCL9hEGwBAPz8KAMD1Af1sYq4P6OdRYACgaW5Xnt/EzBwV5d8fPoLA10iQLabtQzpTWi9/gQ6iItb/Fpns/v8TVWsBQO5d7OFEal+Uy8YQEZ2qYtNcAgGALvfR+i3Zy73JZWOYmU8UoGxUCWldKLTF55Aofr2+7Q0JuB3I7HVxCVbdtIRtQStCCM439P4v8efbyx89VY3+HBDm3umVvzml13axlR5qxU9zmYB7RVgV9lqtCW9XQ5RooBFhB65oLTkHIQE3UYR1aUWbCc5DKEJHQJ4/jHdEq+v2O6CxRxPe3k0DwGsqjhGICmf+zkzQJIioMwcG0IvX/LSdzgFWELucaDu9Xde2jrF53YKWadWJQGxurIYVbybCkNkg5H4bGF9z/1UCx+edNvXv6EC9MZkDHsHsKkbW0w6M3rvnzzpga3bfBZEuZM3GuTpQdnr/EcvRbrzTgTIHmt96gJJEjVUbU82CxEeUfJRW/ujjYvPJnkxsdq16F0hxIqLwyzh6vdovoiTGEuq+C4p/8GTYgW6yT+EPvmKrQxrJSMYAAAAASUVORK5CYII=) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur80854 1.6s linear infinite forwards;
}