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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhcXWz4uOURQH8M9MkzRpkmQlSRqKhcaOsLGRHwspZTN+9iimScQtSZPU4w+wuMrk18pGWc3CRk0WkkhNkzRJsrCQZCFNk8V93rzv4zXzPDPeceou7rnnnu/3fG/3ntvlf1iewW587Flk4B4cwV6MCHFycQjkWS9O4jzGMCjEH9DVYeAVOIshLMEpIT5sDukMgTxbJ1V7FL14icNCfFcO/bcE8mwzLuMQGsc7ijMNyTtDIM/6ca0A7i68PzEkxFuzbV0YgXTGIzjtd8XwBfuF+GyuFPO7BekeH8cNrGwTMVwFnN9y1QHvx1PcLoGPYxAzeFI1XXUCedYtzy7iNXaWVkexS4j38BHfq6atdgTpWt3HtibvOFZjEleEOFP4bwqxMoG5Fciz41LVzeAnhLgD50CIn5rWtlYFZzYF8my5dM4HpSt1R3pYJoQ4WkS9xas6gGVrr0Ce7cQb7MMtbBDiMUy0xIU48edmj+oQaFUgdauruIAHuC7E93/dnWcb64DNTiDP1uIuprBJiFNt4j+0zEKclGdvFk4gzw5gu9Qm31fenRR42cbfJ8RvVVJ0F1fshRAvzQke4h6p2TTbYJv50irg0PMXqWcj8WfFrbZeasGVrP5TPLf1qqFAJwgsK0YHCOTZgDwbKO3f0rTeLVW/vDME2FiMhvWV1nuKUfb/MwKDGG6aJ6nTA0ZqxY3REQL9WuVtVLoChDgtfbufV004nx9R8+eyD2uwCp8LEvvrJKtL4DG+lgjQUGAeVo9AiMMlz1LpU1L54SnbQt+BaUmFtn/+xSAwJnXIBX1K/qv9Av20kEAW3SI2AAAAAElFTkSuQmCC) 1 1, auto;}
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58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur124511 1.2s linear infinite forwards;
}