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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 7, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 2 7, auto;}
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41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0UlEQVRYhe2XXWwc1RmGnzM7M9nsrLNmg+1VYqdRsKJeJAgB+XNJgxpFLY4Agdpe0B8VqkqpRKs2CMlWLwKlqBfQUi7oTRFKbpqKNDRIwS0hakUTNg11iEmD2zqpWRLTbDbxYi876/XOzPl6MeNd27Jhm/qyRzqa0Zw9533eb873nVnFEjStq2vwr/VTy+3B6gLvMmKmXgm84Rf8qWODQCnR/tJSSC0g7l//gfiTosdfFD26W3ThZ+F1/EURf1L8yokDlcIj6yuFR+yF5qv/VRy/8Bz5ffjFNzDNxpjvg5neBZknCYJLA5778o+A4UT7S7XZaxg3LK6raxTWc+T3QSkSVwqUBcYyTDsO5ZOQ/zHmsm29hrX2a8Da+evcMAD+tX6ZPIRffAOUAcYysLoQZSNYUTeR8ltI6VVi1qavA7cvHUAtt4fJ32FaNqLiCBZ09KE+sx/sTjBi9S6lAWKkMsDnPhFAB6VVgX/1Pm/qxNbsgJPIDjiLA1pd0PIFRFmgzFBMV1DJnajMU9HSUU9sBrsL4LOLAuig1EdQfF9Vhl6NSfLUll3nzt5x1y/2XjidXJUdcMz5E/E+hPKpUFgpwEAmDyNBERJbEDONKANRBkydhdoYQOuCADqY6MEbe5p/7bbJPQQXd6Ku/GS9pbqfWXfbu2fu3P6rp0q5zLrsgFNPJbFSr5C6L1oiFopNjyCFp1FGHJX+FmGSKWj5EoFcAZhYJALBA3x83MC7Akg4b/IIvP8g6sPHMqak+pxV2b/euePg8x+PbdqQHXDiQe38C6y4H5weREVCGMjkUfTEAVTLF8NHzmbUinvxp09VgH8sCCC6ZEMQAUsIIZHT8psEo9+AD76ZNmvuHqf95dOb7j5ywCsf1EHtzK9VxxOoxLbGikqhC88gfh5aH8JofwKv8ltEj58D3loYIJgcx0g3hOsXhdYKEfDLw3i5R5HR3QljKvfV5elnXxcpdfr+e2+r1b9EdTwJzjZIfweV2AreGEbb43i1EwTVkyPAa8A78wFMAGGqgJlquAa0Douk1IOh0Bpq7lWk3I+9fLkda3v08+Js1V7l8Jhh35yMrfxuK9Zq8Lbj638TfLSvKvqjoUj8KJBbEACp5TFSM/p1cS2hsEhjwsxY1Z0C91nsOIbR9nAnzh26Fvwpr8t/H0PFDDAmgOEo7O8AuflluBEB7eaJtS3qOnzWODbC8RCsOgXywX5gv5Fc/9NM4HTnB//88A+Bt3t63cp8wfkt2gPjeQyn7jpcvOF85l7r6J4GqBYVvjIB73I/MWvjrbbNPUDnp4nXAbQ3UsCI+7NDHgo2QGZc61ljM7/VOgTxAwUEhu+zAcg0DXD29M+rYJUNQ0UuF3cdRqnhWlBRh/iafXiVo2jd/BljAvT0ulp7sQnDvqlVvLBYzbgmch0+mwWhwbYV8fadkNyFWn47vneG0b89XgDOAfmmAQAEfR177VrcocbGm5UBOhJ30mtQqQdQiS1gZ/Cnz+C7R/TU9e8XRy7qHJAFfg+M/VcAEBSxutB6aJ7rMAoAyVv6oWU7nnsIf+J7lQsXLuWrVcYI8/sCcJEw9XLNZMDcCMh0UZkdc1xL9K5FoKXrfkhuYvj0jmrZZRAYBP4JXCIMdwEoAtWeXlc3Iz43AlIrYLbN2fEzEUiuzKDa9lK+cpcuu/wROBgBFIBST6/rNyv4CQDVq5jp+kabXYyMVc9TLfbx3nB1EDgMHOvpdQs3Kjq71dNFZDpPLDUnvbRWrOjuw9cjvHv2eI6wpp8Eri+F+ByAoPpmVsVvrTmtK9ES1oNU593Qsp3R84+VgGPAHwg3WNPv+NNabOamd8dfyh2rN6RiK/duXraiW8Xb70Xd9BUq+Xv0pcvTx4HfAIPN7u5mW72yZAccgHUbN3Z/Oxbf9mUJrt2cv/x6+eo1GQIOAcd7et2missNAUQQNuEhchvhnwif8DPqPJBfytAvCBBBGEAcSAIaKBPm9lJr/78B8B+jm+4xQ0mpGwAAAABJRU5ErkJggg==) 2 7, auto;}
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}
div.testarea{
animation:rwdcur155431 2s linear infinite forwards;
}
