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25%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI2UlEQVRYhd2XW4xdVRnH/9+31t5n73OZOTOdnk5npkOZtlMKbbmIXAoIBRLFB0yEKEF51PhCjOHBN43RB3jyySdjTIBoMBgSQR6gxBtibZDLSC+003FahzJtp2fOzJzZZ++11/o+H0ovFESQ+OL3uPZa6/vlu+3/Av5fLCXmGugTnzOfdLNestZPwEBk7Bq2A3XRakTqHRDkY95p/9OGlCgZZTO2Lo6aReFOHFPpLKpmHsAa4uYGoo0VqGUJTWXimtIcQWdPAtmnBtjAJtlm4luHSXY1gm7xNpUNwf3Fw8d1Nn0e1LZB1ltPIwUoZyKfmFiOoPzpSe8PfCqACEC/McPrrN3dKsu7RQIqEGwj3WlAsNBYycBTcD1GHsBCohIb2K6a/eMsnVMi8zkgDODfpeQDNTBKsCuARAC3QOu22+QhU/YGGGpSSGogJjWmUZXQaEU6sJ4wvJYxJByrh3onwRkJwy1Qqw9sEmChQhQbIsk/hON8BAhnC+wdhT/3oclIGpoPplYHvZIHReKk7Fyd1ibGqmlSW82QS8AiSE7lmV0w8e+h0tcPvWJM6aGNSrvfpejAEunrp4PM/FPxxrsIXf9hEUgRsQEpAPRRjC1Mmz5rzUObILtjaGUR5u1GNa3dFtP2y6mMYunBRApNFGtVaUBNc165vVfDo1XY4X6L0SHFRFVoQ0Ppaqu0VhhLGXC6hDq5FCACdIBN3GSujapuvTHir99k+b4GdN0CzMxBweLdkbl5g1FKLLDMAa4eIReHECmyEJBqc/yk1z8e0OJZC5Ym87glrTsSbyCJYUoN0VKu8s7qex1tAWDCVMaaRutDJK2RyGwfVNlxi7VfXg9tzYWk+5YrT1wZ2aFGHMBWkeUe1hhEYsBSxXI3R1GJkfFqbirovrYk01VEz1eN1EZY7o+9xBXCSESyK4sqbx7P5TVWyeUcwAiinRNWJ++05qHxCjXXGR7U4JqnPbmjrvzNQGw7W3q4O20QViSAKxWUnhBg0MYqUDEog5GlXi8vIusA4GUp3kph6k3DNw0yT0aqSQCdEu/aGcSfS4EFAMPBbovi3TemdnvTlrEhRQaLaefnDwR9acjgMzXjbZYTSgMUpQNpBLfaEar3uSOu3HeCdB8h3ZVnq+Pn0vqihL1rPX5Zs+YRFuJMzdwxXxzqvFfoFwCsdhuMxMLHq1KAYCAEHHTy8gmvr1ojrdmKOTVaYnDK+V9xZN1lVPnimJbDf+itPv7kavntWTTcg8b/GDFZFBeq/LTg0FZjshjlIFHsO6XOA0AMQgkFA8Bh56ame/neTDkrCiMrpSJwij2FPPaSuKlDRfGLA05emyI79XweHvnJSu8bM2qfXuKGKylujVpufS7qbWylZjIVveriPl9COLUc3AkRiFXxFeYxAhCDOQafjcBckIU94p6o9Ti5OeKvrFFsXM5yvCRuCgAWVBaiWj07sNLdR4aqW2E39yI78lweHl2DePs9qf2tmtwPUjQmUgfK5fcNmwWhww3oZCJ+ZDPTFcvKs6oEgl4YRMdAs3sK+bkqkrsj/haR2Ls43vmSuCkLy84Vfj3p9jsa9d9VbZo4WV1+rlj+riXCA2ntqURk6FgvO3xGklcvdr5PMHMLTGtUZWRN3bZSz7nLsuOnCQv/8Hrq/BzwUGGJskXneldG0eetL+vHlP82FcLrFuRTKTkRmbhcaVvdr/ZFVNYHk9qObdXml1wW6nlg92bhfvS65D9rAwEAbmTbGiVZd0fVPDzO5rKrBtLaOoMN1zfr9zasaRzzYe48gAIwBK0D3E+YWGN4kwE5CE//Xf28qB7RKF2ZC/6gRFqxXGtmWY/bLrwzJ+HF44GfPBPZ/Utp3O44pwDQU9u7weDeayPcM4AwgABUjcYNaxrLMH5/5l6x5/4BALAK75eJ2icFBxcC7tzMuH8P8NhOoG9KsRwX4ZVFwwscOJvXcPxoCM92KD+xApltaqValWiyDuoAaAPAZpQTm629a4DNiHDAfFEKAotH3N2b955ZKMs33gfgFYhA0kS8tetyZ6xkI9ZeD4++CcHegyjaD9QH47WGNnQWF12Fo4kI1g+YvHqDuIerFao/V7j7WgRbVSRrDCY2JpUbaiLxalRxR1wx3ROaW14pZw9kxQtLgLcWgHsPoJ+Yx018Z6Qy7KB5rhTvhP4AtvL9gdKNZFp5+vjK8uEd/YM/3Fmtbm9bP593e+0KcVKqaR4t3M8WJGQlKN5h8IXbq5VHNhAmOoLun7u9518vy6cKY+ZLcfMzKjNdAOZisVC31rRiOxxruaVUCaXAAwQiGifo+jEu9ZDKVDVER+HLTZPE11wW25GQNjqvBfreX0t5/JgGd7s1t+2K7DcnSW9MRZI50OzLXp54U+jZw8FPrygttaFaAWDLi1pmJQRpl+ZQn2CmhOEeSbdPdTDluK/wIV8ke+UtSTR8wvcO7ZfiO9Mu+uqK6sn5rHhhSMNg09hdX6Po1uuY7ttizGQqkiRBwQnHy95POyRdB48OVAKAVVwiyXIVOeHdvCXzTD9oktm0U6ZWS+SW2NjxgeCvzcowPQjqS2wyc1T8ryNw6yrmB8c43lohHqxyuXGMaSNIuEvsVbzNSukyM3qhBz3b8ud9fkATnlbxXZU3akSHCg9AIZMcptZG0TUGaK5lc7P1srOP5OqUdY6C2vUUrp9gu11VueOl846h+WCjDEa5UakMdTRaINaYJHxA138AIADoAtJVPS+rj4ifmvV6fAw0TME3U8ioCnwKHTaQao/Yz1A4UCjNLoDncrI+AdVjL60a/BDH6UJeSHtVP0ITfpQtAkAIHQuSKtG+AWuuq7FdT0HYMU7NR9Gf2ip7zojP8xB8wpynQSYaMJspQubLrHtaw3ELsLtEmH4sgAsg2j1DeCMyVBcfcpbQn1v79umi2LfflzMlIBUAoRA0idoRybT3kotIVgASPuTOT/yYGyHYfmvGEqW6YSOdEBZOhdBegfpLn23nHHzY+n8N0CQwQGAiSyDJVHxPP8rF/8gIOKtmPqX9CyQUwBSxNaPaAAAAAElFTkSuQmCC) 16 16, auto;}
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}
div.testarea{
animation:rwdcur205316 1.3333333333333s linear infinite forwards;
}
