@keyframes rwdcur240898 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,20.733333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20.833333333333%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRogc2ZTUgbQRTH/yk5BGmirSSQQCSHQEvBUw+hLUoDLT304q1aECmeWz2EFum5SIuUYs9SiqA9evEgipYKlhx6EoqCB1FQjESTbCl7KGwPOuvs7HzuJtEfiMzufPzfvPdmZieR8cQHBwo+NV5HVHUuiygAjE2WuC8rC2XMl9fbKkiH7kTKAYBqoxKJiioR8Vdt9rsTKSedzJCic41X6aqK5+HzABE/iylfZZIvl2EYCZsb8ZuwbRun1ok/hIj4sckSMAHMJqbcBB9GCUOFvrbmBBENACRsaPEA5QEifiU5B0zANWIlOYdHx88xVOhDaqAAtNgAnmiaWCwGWBflKC1+FlNII+MzwhXPDEJmoZnCeaJlRAGwCeukkxdGsOKZQRzWCHoGRfDa6Ao/PD7wtI+KEtITNgpUbufg1g/rRd8qVG1UIsMoOTLxtm0DOFsRcO4xE5j6DllZgPMYF8DOPgD49oHxxAepeJpYLGYcsyzpZMYjmhiiC3cnni+vS1cb2SwRfr7/7Ht2781LZZ+2bcO2bd8YvNkHAGn80cml42ICTzxBZgSBHUskHuCEkE6HMoh4Vigpy4wj0N5QITWg2qhEDo8PPJ22C53ZBzQ8UG1UIqfWibEAdqZ1Zp6FPjKI0AohE1QxrpMDJigNMNklCUSk6L8u6WRGubMrd0HWgLc9owCAd3sz7rPN7Q0AwNqOhVdPnyiFTS8uoZiPAwB6b92X9q3KAeEXmQoyGE0xH8f04pLUCFq8qB8TtPcBnQEHly/esd5ghX97PAMRtAcAuRcCe4AHLWpweRTTi0tuuZiPS0UHxdgDgL7b6ZkM0oYQeicOA0nwVhHIADrWZXWI+M3tDe02pmgfJUwGE70L0qZlyygAPPv4wPcs0nvbU/6z8AvXB+665cHlUTibW2GG9RAohMjmw4plywAuxH/5LqxHyvSmpovSA+fu861GazsWivk4V7QLJRovHnpese3WdiywqMIH0DhKAOLllN2cgiI6gjTNAEB+qAtqiOzspCMeMDAA0Lt8UhmjOvCRVU/3uiXQnUzQWzQZpsIJoS6V2LO6iUHs/hL0givUPtAR60BnvEsoSgZtbN2qodoIpiGwB7KpnEOL50GfRlUfOnWrhv3KrrGephyn61YNPGNUK5OonQmBDNCZfVPO+st5ckrHIy0/TpvSGe8y8sqVM8CUUEn89UcZADDSX/DNGu9Dhj2s1a0a2D5IXugmdeAk3q/sRkb6C8pfY1SM9J9d43tF57T7bcpvXNlUztk7+G3cridzx/Vc0GU0NNlUznH+/fX9rW4dOdlUzv1b3Tri1iPv2y5cZgARz9bjGRFWfFM2Mt7HSDPq6tC0HGCf8eJZt54J/wHBrWngYkUL6gAAAABJRU5ErkJggg==) 6 6, auto;}
29.166666666667%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,70.733333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70.833333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
79.166666666667%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaUlEQVRogc2aT2gUVxzHv1s8TMPOqht2YAMrCwbag9JAwMVCQhYEBS+5plCk9GpqDqElFE9BpCEHNa2eVCSQXHMwh0BIxEjLBgMRe0hLCqKQ4Ib82yntHoTXQ/KbvHnz5v2Z2aofWHZn5r153+97v/d+b3Y3M5QbY9Bwq/F9RlfmQ3EMAK7dHJZerM/UMF1beq+CbPkk7gKJ/xh7vz3nsfacx4DDERBRiZ+uTjAAGFgcbLkxk3u35zxWLHTQIYsYUIkfyo2x2sq/qHR/GjSma9BUdFJCBkj8tZvDwAgYb2IoN8YGKj3SOZFkVGyFU8icdPNoNpvY9Xew3ahnAgMk/rH7ABhBYGIS4/gawxio9MDrrwCKSa0blaSiAYDChhcPHI4AiZ/EOIpOB+adKd7EkXgLpqsT7Mbr+8Hxj6e+Nap3dWU0EM7FeoDjOIB/dHwMQBDzvOP5wlRi8Ty//7WaOXO6y7jnZaJVRIaZZvmFra+k4m+PjGO+MKXt0asro5FzP3dfV9bhRyyOza2NIHyAmDwQJ960sRuv76NY6Ii8dHWSEFlGQxM2hmazCQC4/ucv2PV3rIZdFLq5tYGTbj44dhwntq7Y+0BMIpuuLSlXG76xomMXsyL86kLvKhMiphkv1IhJA7/9NBE5d/6HQW29uDZkvQ8oDABhE2nFE0lMxIkHFJs51Q1VkHhRKB2rzBHUDrWrQmlgu1HPbG5thG76vjDpfcBgBLYb9cyuv2MtQOxpk54X4bcMcRiFkA26GDeZAzZoDchWIx0kMu7dlGKhI7Shk6Hd/poYePnHrwCAxXUf312+qBV2Z3YO1U4XAHD2sy+VZVPPAZ0QEg8A1U4Xd2bntHVIPHBgXldHhdKAqvdJyBdd5wAgeK92ulJRZJbE8/VUxnVhZJzIRKjnSQjPi9VlAAchRYjCZeXjwil1IhPhe+vF6jLy2SyWnz9HPptFPpsNjQa9SLxYlsSL9zUlkQE+holLfX3BZ14UD53ny+ruqyN1HmAv1z5ofeOthKrxhXt3g3OLzxaUDfLXqZ7KhG4ZlT4PJIE3wfP3zAqy/d1GZZOQKIRotcic/Tx0XjwGEBGvqqdLajK0I3A4fJHldHHdR7XTlYoOePjk6PM3faFLYj1+ySV04QMYbCWA+HwgZtWkxG1BWmYAMMvKtqj2TibiAQsDAJTfmBE6M7oNH616JuIBSwOEiRFbbIUTqb7jFzdZNobE/GIrnEiVB9qcNhx3T8SKUsGb3ff3sN1IpiHxCJS8MuPFy+A3Z7oHnX1/D2/qr6z1tCQT7/t7kJnRrUxx9WxIlIlNet+W4+4JlLyy9c9NLf9WIi0lr8xsjHx0BmxHNtUkfvS0BgC40luJNMw/7BPiZm3f34PsHjYTOvEkflN/lbnSW0n1EylwIBw46PlWTGprSl6ZsXf/RF4La28ZxXPJK7OFtbfSciWvzM6c7gri3nYO/C8GSLxYTmYireCW5AHZXt6mbJIERrTk/w6yHpSJMi1nw39LTaEzfM6OuAAAAABJRU5ErkJggg==) 6 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur240898 2.4s linear infinite forwards;
}