@keyframes rwdcur35121 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/ElEQVRYhZ2WMWsVQRDHfy8c4QghPEMSgiBpYvFAEAutbCwEv4T4CVK+0o9glcrSyq8g+AmsLFNoYyFEDUkIz+NxHncWO3M7N7fv3SV/WPZ2dm7nP7M7swt9NKZN3TjVDkbo+LYL7AB55oxvADRnMJmBELBjmrOoLLJfK+QdmZvbA5bAws9nQNOctUyf2bGRjxqvkT8HHgH3kxEw+NL3IYk3wAczfi19BXx08hLYlghknkAHNvRWlsDUjbfEkEcuvTpaD0WgB0vIkEk5UhO8tKiklTJXDhpcgbdu/M6N34sBT2AJFKYtPYEagpca/tQ2ELzoQKPhtsjrLYneL4EqFbp94I8atcbNd7FmzjpTuTklUMpcNXE/ZYQTugscEvJ1h3B4NFqVXUDkG/KvOlQCN4Q8L0SWm7lL4AJY+AjUolCIkrLedAQq0a3F6Kb0G2YNNV6IXLNCt6AikQUatoVRzs3iauArabwknn4loAdR/9X5Eqj9FqiihtN6lgE/Vak5P+n8NDk8tcOnQmBhvXVOJs+AJ2L392/P8FU0+v1H6B++akVPgGtDonQkQsatIWDRdIxfnSaVEiQeC4lrQ6KDMYUo88Yns34KTmZwfBTG3z61UweEMr1N3M7+4gP4136J51psUtfu8VGMBPAZeIHLfbv4UATC+8AfuFmsklopfSEyUZgSa4ke6BZDEYjKZt/9jejHLgpbpi2I6egMDBG4O3Ki970IjDdw72RYR2C8VxtJ46MJuCIT5Ym9V5hUXIsxBPbbrxFRcN7P6Va+2usPEYhXqkbBkNAs8MaN9527P0ViLIEHq0io4YTxOf0XUI/AmFKcEyrZHtD6a/LcG1bjeqWfS7sg3gu3IpAJiR0hcUCocCnMiWG/EaO/pb8hbsWtCECo4zmhqk0JL6YpobjY15Le9QXhArpk4DIacxcgrJeykD7JCkMgc3oFwWN9lvU8V4yNAMSCotHIhYB9C+pJ15eQep1MwdsSUGSJZregSrSVuAsBhX0xWdSmDeI/PdVba3+Y3hoAAAAASUVORK5CYII=) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur35121 0.26666666666667s linear infinite forwards;
}
