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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 9 0, auto;}
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78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF1UlEQVRYhe2XbYgdVx3Gf+ecmblz78zeJBtZQ2JsmpgQahptFUI1GEMxkbSUWK2Igq9xsRb8Ylr1gmI/uBC0NaIGQlFjEdIq2haNolZIQyltJMmyaevmpbF52+xubja7e++dOzNnzjl+uJsoCHt3Y+gnHxjmwJn5P795zgtnBN301ZPbEPLjCPECP1n1ZNfn5ykxa++OI+/84MrwNROE8a1V7P4j7bvZu+7gzQSQs/ZmzW2pTmO/vIAzVwsZiuThm2neHaBoV12RE/YuRgLLY73irQWwReCsIbBQ9QQlT4RvLYBzJWctkdNUy2VKpXJwswG8Lv2Bc4bQJARxjD+dVugf+g6IFCkfR6gYqSw/XT19owDdEvCcNfi6QU+5jPTLvf13+I/uWM8u4YoX7nqHvnTPqnRKPnj8ezcKMHsCzsq1UYHMm5RkL/ghi2KDsJq+BfoDn7lNMd4oOD9lPj/05cErCCXxSj9nz5qJmwOAk9YUSJMgTcLCnohqj0RYzfK+gsRBXNEs7smX7tykH1vmG35wuPWFi/DuuQLMPgQAzqFMjipSSh5EUYUoKrMw7tx7ooieOGL1wgghJFtX5rfxxb+vmyvA7AkoH3AoYZAuw+mMUrAQX3hUyjmV0CGwBKHE8wWehFWLDBT5WuDV+QE8dOpOnI1BHGXPmiYAQQ9ekFNSAuUM228pKFxOWA745B1lvMQgnGZptcATFuEMsWfAmt55JSD7B3f1v794ZEnV5/lTxfSLDw7vQXrfRycyCFuUywGBL2imBVElx/cCfAEECqdzNvY5spZBCUPoOXBzB5AAS0uTW/x2G2ditqzsqe69J/zmmj51hCB6VylaQFypUPY9AiXxFXgCfB98CQqLdAYlLEo4pHCA6z63/hPgwqXJvywoRtGtKyx62xJyv5faxnjFhlvDj75neZU4jiiXQ8LAI/AEgdeBUFiUtHjSoSQoCcY4cG6u/jOrwNlHHz809nI+/jrjZ47hCYfze/jKnTFRVCGOIqKwRBh4lIKAwANfgCcMnnAzX26QWNLCAiTzA/jt/UmSyq17X6kPNkZPMnL6GM0rIwhXUPJVx7jkE/gega/wPFCCmdgtUlgkBpyhmRpwds5b87/H6g+fm25kwUf2HZ0cnrx8lrHzw1wdO0vanMDqNsJpFMXMBcoyY+465taA1bxR14Abnj8AwIEv1SfTYPNTQ40zE/VRJsbOMX3lEu3mBEXaxBYZmBxpOglI0Zl8uAJnc5zRDI8bC+LojQEA/HHH6OV2uPmZ4WSk3ZigOVWn3byKTlvYIkW4HOl0J34JwhlwBVbnWKs5MW4G2b81vV6vlq6llvbNHaADce5SI9j869fTetqaJksaFHmCNSnOFggKlHRI7Iy5xpqc8SRnvMH+a2Xi76YfemCd+MemFYxRy6rv/XG2a9MT+Z+ppdXZAQD+1H/y3KT3scMXE7J2gzxr4QoNRiOtRs2sfYHB2RytM/562lqU96trJSxIJUAIAbj1G28Rjzy0QW5Zv0R8uztAB+LF599gnyNDZwlGp1ibYW2OLdpgC5w1FIXGWsuREfcST987uvqxbPu2fflUkvPSU8fd7Qf/6ZYBQ0Ojll8eM7w56Q7MDQCwIvz6k0f1RJGnFLqN0Tl50iBpTZGmCTrPKbSm3i6YSuRzAGWfFVfbtgoEDISvMhCOMBBOH3qT0oET7u3NjAq1NIbuRzL4/WcnTt33s0M6T7e3Ww2UhLTlI5VESokpDO12wvB4DlK9DDD0tdJuYPd/1RoI89t/lD189yqx8/gYh/8GG7oDAIbSK2evJtud1SStBlIppBAI0QnQWMP5CQeydKFbrQvT7jcn6uy8OMUPoduf0TV94llPZfUn1i1uf/p9y0RQDSVSKjwpuNgUvHbZywfr8W5+98A3rr9TSz/MQHiwW+m5AVzTvb+ootNtYKuAB1Ki/NME8SGe/VT3/b+W3gfcxUD4rXn5/k+qpfdTS9fMtHuvt/+vGf0LH2K8smZgefgAAAAASUVORK5CYII=) 9 0, auto;}
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}
div.testarea{
animation:rwdcur211868 1.8666666666667s linear infinite forwards;
}
