@keyframes rwdcur33528 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFgklEQVRYhc1XXWxURRT+7uzcu7t3d8tS6KZAbRuEgthAY6FEpIGC2ACGSkpQWvlLSQjBF5/QJ+ODUZ98wsRogpoYIFERUVMEhATwQQqUHyuSUusW2rK0ZXd7e3v3du6MD/fe/SFCK10SJzmZ7M/M+eY73zlzRoI72gQBQAGQLOMAmDNzLJY48jykB5z7ACiOEce5mWOLpbwCoM5MHOdBAMHXLn29bspofF7rgvrDf099qh9AEoCGDCN5G+QBAOGNV7/ftEjr3fiMz6Ouunn6TQCzAcwEUABAcdh6YgAKg6mRam8w3D23dv3piuG+8rUdx1sAzAFQ/CRAuBtRAD4vM6fPvde5gVBZCxVGjGdraj95Idq2qvbWr6/CZiICO0x5A5GjAYWlCiFJjPoCcS7Ay6qW9fLhwXf4lVMfxULTB/6MVBiwxWhnRZuYtCgJ2oQLQKHcCgMSk/3BBBfgiRRo/br1HWVlZR9U3bm2TjX1KgClAAphh4w66ycBIDNTypkKwCReVeMC3LTARxhBU1PTidpU/8n6GyebASwAUAIgnAYxSQCuUSIsPwBG/QUas8AtAT5ggEoeyhsaGg4uG7zZu7bj+FYAFchTZmQzQCjnikQIl2S/wSwwZoHd1UEgwEtKSrTq6uoPn+/+rXD1zTPNDohiTFKUOSEABBVCcOIv0C0OblngyRSIYYEDiNXV1V0tKiras6Lz7Pya6MUG5GYGfRwQ2QsIEYIC4BJVzTEL3OLgw3qKXY5hCHYlREtLy9VQKLTv5es/vTQj0VcLoBy2KFU8hihzQkCEoJIkceqhhEqAByBJ5tVuD6fvCCrLMtm9e/fPsix/vOf8Z294uLUQk8iMtAipBCp7iEIIQchHaYBCFQIIy/B5JUwf4yhwHCh+v582NTXtJ4R898q1Y9sxicxIMyBLoFOYHlS8ft3rkRQiQEIy1IiKcFhBOGFk0QzQ0tJS/uKaNfuqeq9rG67/uBMZUf6nzHDvf0olKNOMZCGVvTEiAC+F4vVAcf+oj4EBMJC5DdnSmhr9dk9Pi+i4dFRTAlt+qVipw66Udg9hV8pH9hDpGiABSthIhGVfIEYAsrxU+mrJLOmASlGwZJZ0oCwsHXEYcHsFAEBjY2OsqKhoz8rOs5WVfR31yIhyQnpIAxCAEkyNFAiPMpCzJOuD9ZCz7Nq1q93v97+/+fI3m0MpzQWgZu0/LgDCBKiSGlVNyxPTDRjn/hLNF6Jip24ieSEqdp7rEs098XSHlAOFUopt27Z9Syn9vLH9yBbYdWFCYsxmgFJzxGcKOqilYGgGtOEUtGHDNi0F7XYcXAhhCiGYEIILIeBaJBJhO3bseG/O/ehQw7UfViC3v3zoSItwjINSM6WkiBxP6DAsDu6RMotN0+L3o5eL+y91By3L4qZpMiFy40spNQOBwMG59zr3AjgwnnMXAADAAiCbBtWpL343CSOhw3Tjz/Qhhd06Wk9Ge986rxZyiXMOCLsngIAkBCeCM8oZNz1K9M7UWV8gkzGPzILsGJnUGiMGVF03wHTnS95zqtybaN96Y8bs5Rcr61q7ppV3AEg84MAAoAOIAxhwTMcEGlgXAAOgezgjoCETArCYBc+tL1eqY317zz+9NHli3ur9ALoBxJzNM52RbW7rrjs2YQbcEyRla4xKwVI9lehXAncOt8g8+fqRhRta20sWHQfQBcBt0f9t82ww2Y+ZcRlgDuKBUcUflfrOlIdGf3+7q6iMHavc/m7cH+4CEM1yblObp1eSy4AOIHY3FDlUPnjl0z+K5x869NymY47DIcc05+R5faJJaBPuk8wHQF3Qf2NmR/H8OJCu/W5Mx63rjwvAfRema4LzmxtL256AcxsAgKyrM7tw8PSc5wfp/2r8A3/LhPQHDwImAAAAAElFTkSuQmCC) 5 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur33528 1.4666666666667s linear infinite forwards;
}
