@keyframes rwdcur61107 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 1 5, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 1 5, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 1 5, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 1 5, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 1 5, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 1 5, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 1 5, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 1 5, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 1 5, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 1 5, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 1 5, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 1 5, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 1 5, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 1 5, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 1 5, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 1 5, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 1 5, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 1 5, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 1 5, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 1 5, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 1 5, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 1 5, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 1 5, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 1 5, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 1 5, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 1 5, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 1 5, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 1 5, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6UlEQVRYhe1WoZLbMBB9bgoCDQUVVJUZykwtCxPpTGFoDgW6/YJAox4tzEyJvqANNAyrmAUFA0MyKrhGI0uOL3GvnQK/GY0lr3ff80q7NjDhCS66XrOH63CM5cOryJDdESSLrqNExAL63uravM/v1jnwW3gswBv+EH0xXiLuhJdHvC/JIZkw4V+i09+LonBN04zp83ch7IRZMHA4HAAAWuu/KmKw1KSUrqoqMMaQ53nvs7FAQggAwFoLxtizpXxTrTdN40IRMWnbtolPWZZeSNu2WC6XvVy3NhsHILtkBADyPB90CEWVZQlrLQAkWen7Gl6FtRabzQbGGByPx46tfljjDWOoH9YAgMVi4QfwtDWEkCR797RbBwCc84QcAH5qDXz8AOy+4S1jg4GUUj4To/r9brdzlNLOva+fP+Hx+w+s37/D5svjVV9CCDjn0FqPEyCldJxzEEJAKcV8Pu/Y47NxPp8xm82SOGMy4KSUuJBHwQYdT6dTxyc8iK+HHJumcXmegxByKcGkKVFKobVO7oUwxvi5ECKtAkqpK4qi04aFEE5rDWstrLXQWjtjDKqqglLKl5UxxhMqpTrkxhhPLoTIYnKgfwv8W263WxBCUNe139v9fp8FdhemVikFKaVfr1ar6admwv+PXx68yD8pmU5OAAAAAElFTkSuQmCC) 1 5, auto;}
}
div.testarea{
animation:rwdcur61107 6.4s linear infinite forwards;
}
