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14.685314685315%,19.48041958042% {cursor:url(data:image/png;base64,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) 1 1, auto;}
19.58041958042%,24.375524475524% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24.475524475524%,29.270629370629% {cursor:url(data:image/png;base64,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) 1 1, auto;}
29.370629370629%,36.263636363636% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur253158 2.3833333333333s linear infinite forwards;
}