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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2UlEQVRYhe2Wv0vUYRzHX971w+wI0q6MsrSCPDiwICQKHQxKkgw6sbBSsqlJXGpobi6IaGjoD2hoipYighaJwEGICHkgFMqMsDPOu05fDacNES3efW+51/QsD+/Xw4fn8/kAvAeOUEWywMdqSoQxsVoSsbXDuBwCnkQtEQNoAAY5joVzVZEIznbrbfQK2h99OYIjuNiGORqVDqUzUonwbTNKt6ae6qh+HVKHc5FJBDmtwzmvo51oGu1CHxw2EongqUlH0CRKY0H2FyWRtzUiiTCdKb2a3b+kX7mm9CqJvF2oo5WTiAHMLMB3gJ1xOAAMAnuBZJx5YPYnyImKfNEYQDIB9QA/VuAz8AKYB7IrNADJLQB5ls+Uv1nFAFIbvpAG6kMcJpbhlfC2SNP8RtLApqmXFPhErAnM9pZdIsglZy7qefQg2oym0Mur9Zcesy3oLXznScfLODvqgLDIttatnIWBe0wu7WIuCy3bIZX/QN3z9jmgABT/cf8NcHW9EsEMlppRu9KnDCg9SpvAY+DCekP+L/AQvfFnDkwDE0sdaAYdQ+B+RQUeuccF+6S0He0DXnsXnToqEIBjFRVYXUjWwgGagTvATWBHJcMBcn+FR86zaobXqFGjRo3fDZ4E4TJRjPoAAAAASUVORK5CYII=) 0 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur103622 0.2s linear infinite forwards;
}