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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcUlEQVRYhbVWX0gcRxz+Np5ycnpZa5aiCdI19aDqSXVVwsGBD02IhjyEHhISDkqfgiUPfWjBvti00EL7EIhUCiEpVCgh2L6U1kJCaSOKWM/AnaNwwbsi6NHMtbdcI16U6/Zhb8bZP2fvmuR72d35zfy+b77fzOxIsKFPUQx72wqlkr3tecGSuE9RjPmJCUsH78wMNEJemAiPG7l3ZoZ3KEQiiAHQCDFehAiPG7lGCO8wH4lUJCKoBhylY0ikk5JYWjGHx418hVLJ3i6K2G9ocpCEertdyameR+2TnBHr6oJGCEpPPhFegsPINUIwH4lYEkdHhvj7RibrID7ZcgwA8NvcnKuwPkUxViiVPG6BcuVg6FDbMP3jLwAAWfbjfKjPEm8/3goA+OT6F4h1dTnGszaNEMMhoFw5xD6K7MepkSG0H29FamvbQSzCPgH7t4eRFSIRbnO5cjAwe1Nb29jIZHG6vweprW2LGPtsGbn9+8gKpZJGCN96ou1u5RgIh3kCkdwNH7z7DjRCXF1gE/QA5rbQCDFigMUJBpH8dH8PAODectxCvpHJcmfERTkQDrsuxP2GJoDSg10girBDIwTi1mOkbuQMCw9XAXSD6nkMhMPQSiI0QnBx9AIW11MAYF2ETIRdwAqlUrChyRBJGTYyWVA97zr7hYerCPWaIi6OXrDEFdmPRxDOAZHM3hZUA0aH2mYhZfZTPQ+a0y3EVM/jwfUpAMCdm7cxlV7FqdfaeZ/F9RQepTeRSCelI3aySsF2AM3pnFR8AkDtMR+u3BjHWGc/s5zHQ73dCKoBo2IBiuy3JN/IZLGW3oSu5zE7OQma07GW3gTN6fj6o48hB1+Gr6UBABAdvwqa0/l4RfaX1ohLCewIqgEjOjKExfUUFNnPZ0FzOi61BnBx4m34WhrwYOarQ/Poeh5Kk2wKKbmWSCedR7Eb2LFLmYASOWDaXAnGOvtxbvgsLt+6AV3PI5FOSgDwnyVIpJMS6wwAa+nNiggrRVUXjKAaMOSSC4Bpa93ewa7dq5MQv/8tAKDnjTcdsbHOfnyznbQ4ULWADrWN1/BSawDR8at8sZXDTuYJpj+ddJADFZTADbqwGyrBfnYHU2vLUJpkR6yiRchQWg8IqgGjU20DnprJcYgDeuIP3Ll5GwDw3c/3HY7XVCOA4bH+57W9QvHD2hMvIbuUwKsnAij+A9Q11rmST60tW2wX8Uy33KAaMEK93Xj9qRcAcG74LI/9MPsT7u0+5kduuRzPfM2eaJT4Un9vdoG3fz4c4u/X/jaevwCR+Huv+Se8u7ODus++xN77VzDqMw+o84WDn5SbkP8lYKJRMqLFek7ye7EIAFgqFDBds4tosR6DXrMsr9TUcHHTNbsOEVXtApFcJD4MYp9osR5o3DVEEVUJEMkHvV4+u3JixPig14ulQsEhomoHRMRu/QW0mpfU5jNxjPp8uLsDszTFImKzpRvw9hya3zrqmqNqAScHB82XeLyUNM5jzAX2bD7DYketY2O/8jH/AtkFgL8OarHvAAAAAElFTkSuQmCC) 0 0, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEh0lEQVRYhbWXX0hbVxzHP2lULFFJt4ShK6XRNaAxrhonIpR1sI61w4cxkWIng+2hpaNje+jAMdBuw8L2UJhMBoUOKitFXF+E+jAZXV2lWKNDjQUlpggatpstl9RgpmR3D8k5vffmKoldvy8593fPPd/v+f5+509smNDkdmvm2Iyi2Myx/wuGgZvcbu1eb6+hQ+nICIFQ6JmJKLIiLx0ZkR1SHR0EgUAopD0LEUVW5IFQSHa419GRlwi/x5uTOoH5yNKOwousyGcUxWaOm0WYCdsa6y0JFDUBoBVvxGVMP4l9orEbuXAk+dVl2lMxOZDTWUH3qeOW5DWVLmoqXbTWVlO8ESfo8wEQ9PkMhV5k/nAn8vTRgOzj93i1I55DLEdWGZ2cob2tyTBG9YtVst1/5TtJLhD0+aSTOQKs0tFbbtMAHJ/3MFrq4ojnEG5nBe7Gek40N7Cytm5JLqCvKX1bOiByfK+jw5L84tgk9t+DOQPXVLpYWVsnHI1JIVZihAOBUMjQBtg3oyi2QCgkl57edj25iB/2v4zbWUFNpQvAQG7Gyto6n33yYc6sA6EQ22UHAN1G1OR2a0Gfj1TWBZFzPfkrx44BcKK5AYCfp+cM5OFozCBMuBSOxngwMSEFnO58m6Hbd5iPLD2pgawTWpBMtUMm53rFk7MLsuIFqRW5wOTsAlCPoiYM4m+M/yb7GIpQiGg/2QbAaKlLxlEUudmY7Q5HYyhqImf2QkRbY0ZEa201K2vruJ0VLFsJEGQz4uGxIuNi6elJhf2KmkCJqwZiRU1w98ogADevXmMwskBrbTXhaIzJ2QW5O8qNaC8QK0CJq5JU/wtQ7HJw7tseztc1c//hCpDZNYWbBQkQ1S9mGo7GWIysoqoJxgYGUOIqi5FVlLjK9S++xOl/AUdlGQDdPRdQ4iqKmsjWRgY5KbCC3+PVuk8d5/7DFZlnYXtXlZfTve/jqCzj7sgPu46jqgncB5wAhadg6PYdufUCKHGVHz/4CMjYnA/O1zXLdAnkJWA+smTTH6mLkdX8VOeBgi4Yfo9Xczor5HNXlZfBxWlKtp6czFslNubGfwKg4fV3ct45nRWoakKmoOAbjliOwsquKi/dPRdkse2EZHSDocsDDC5OGy4oe16Gqm6p5YPtWJIb60s58YIFzEeWbLd+GbcB1GU3pu1Yctdv1Pk/uHn1msF6AXuhAgT+VP+6tJVK9xUffI7Y1DwvHfSS/hdKykssyc3WCzz1Ldfv8WptjfUc/acUgLdOvinffXzrOsvZFbPTxfSpBYjbksDFsUnZ/iZ7qF16rO3Is2cBemJxagIMJ5OUfP09W5+eo9OR2aDERdZKyJ4E9JbbtO70fknwKJ2W76ZSKYbsm3Sn99NSmknLYbud4WSSIftmjoi8zgIrcjPxbniUTktRlG9qehEFCdCT62enJzJDvB+1uyAVyxFRsAN69L8HZ1/7G6oy163n35ij0+FgOAmdDgf976Y5eyb7n2B9gr4zuWMUVAO95TatL/Bqhmxubsd+U6mUdMgcr2lpoS/4q6yF/wC83H7B+kUCtwAAAABJRU5ErkJggg==) 0 0, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur208827 2.1s linear infinite forwards;
}
