@keyframes rwdcur76917 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwklEQVRYhe3XTWyUVRQG4GfaMtRSaqm1FEQsilBRwb9IUIyKMaAmulBXJiauXJhod8atiftJ3LlSFyYmJG6JRlfGn40m/hA1BIHU8teMMJB2GIb5XJwzmcGiCLYb401u8n137j3nPe95z7nf8P/4L48KQxXK+dxfucSe0lICeJyiitO4EwfxEg/jqyka0LOUAD6hNI1dGOosH5DOWWIGKox/zNHrMYz9Cap7z5ICWE0xhmvRL1LwKqswNMUR6Fsq5ysonsQcdrAb45/xHsZ0paB3ifwX5zGBh3gTN+PFDezFd1P83N64FCIsiJAf4Ql8ivUl7sJ9GOzevNgMFHAPnuN1UYGHsQw7sAbn9nB8H8dYXA0UD4py282zGMdWke9+fCBS0cx3iwmgmMQIHuNRrEU17fdhGodwUvSB6cUEUMB8x7l08A3qIuf9QpMHcWCKs+3D/6oPFBQlrMBb3CAoHsIvqGE0AVQxK0TfwtmpSMXVAajQ8xoX2gYq3CaaXVPkvpwOx0UrKKfzHxJAEzNT1K+qCt6m1YvlWMWteAWbcQ5P4QGsT3wlbMRKkalmzmX7qF2RBir0P8/8yQzpXW7JyL8U9L8h8r0/j6zGNiHKU6L9NvJ4iytsRC8zX2RIH0Wdjwoht/DCIFvXsAlPC9EN4o58buLufL7yMmyl4Eawlw0Z0QB2YlsvW1YIjtNZn2DlAGZy77oEdVay9I8AnKeYETJ/h5vSMMHgEWy8QKvWYbQRmI2KCqjm3r6MfgTDFWqXFWFB0ZOweyjt4XZBZZHLB9N4rcnKJr/jhGjBPTjTBegaUZ5H87cLCxjI2i61n9vrvZ2SLQsWBvB5rp0QN9ycUHxddL5vxb00IXpDA7+Ke6CMvgV9oNtpe5QoVYK6sYx6LX4SuVwrqN4iKqKes5XHG4K10wmiKjRSxqHLaqDL+aROjk/kbOno6Fg63pzsHE6AVXydazWdpjTL34iwSOsV7s8om0LNRLudzPMDOi24JjQwIfJcyz0NIdZmnp8TQQ0uSEE1U3AmLdbxIc+IzvaFSMGmBLMJN+q6XPCbKJgyvk8TR3IOd+3rwcACBt7n3i6Uk+JDYjuOp9GxjKyB65KdQzrfeaNCkHVxK56KuNSTgUGd5jW7oBNOxTU6I9Q8kUTsTMrWpaFyOm7p3HDtsTzfpzPqtugkyKrQzyzqCxjIv1Jbhaq3J22D4h9NK42WM9Jh/OjiT7v5jLqZYP8M8KJxKRGO6IiknKhrguZWRt7IsydFIxpIppr5PpcRtm++Hn9x7/wBYXMPN9dAzhkAAAAASUVORK5CYII=) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzElEQVRYhe3WT2xUVRQG8F+HaWnGSakVm1IqokFBQRLAEBUTY5DEuGVB4s6VCzeNiXHlyoXbWZi4dGVw6V4SjNEQURM1ivgPsLS1KQ0WrGWs03kuznnMEEH5Nyud5OXc++5993znO985d/j/91/4Nag3GL7aWl+PfRe7sTEng9jHAUxhBEuVXnpv0L+uaz4Spo7dabf0FAD2DqDIybdhjmMeT2DXml56n2dqTOT5l7Tb+R5j+XxT7ZXzLRTbsA5beQ2nZnhHSOJsPtVeASjGMI4J3qvwepupjXyI04KFFqq9SEEBG7CPV7GhCP19gvWJqyJ0cPp2Ayj15pVI+Q84glGsrXCgYBmlNo/ezioousZ9k2EXRPSnsbnNR/gMs/kM37IGGgy9yYUfO/M1oufU0cZzeKnGRAVLrOBMAnv4llOwRHMQ0+H8KVHfd6AmSu3lOtv6sIpWFMYHmMHcLTFQUJS9PCN/Bg+hKaK8H9NNHq27HP00qngEAzcNoKBYweM4FM5HRF7HsAfnBQtHW7y/yHaRlk+xX6SnflMpKFJwbVziPkFrPZZszOfzBDWHC/g5trtXgBlB64Zvw6JL7X30NcLxeL56MO0clkQqnhRMlLQvd+2buiEGCoq2UM/bHHyW74TghjOy/YKROdFoLiWIBaxNIL92vZ+9bg20KL7EHzgWQnohl44IOquxTVuU4SC24DH057wlLsUT5bnXBeBPihnB3XHeTYcnRGvdnNtG8Vtua2EvhgRDY7l3VnTBWgK9+K8ACopzgtPjcYlUBKVnc8t6XMxD+9PBgBDaKBZ10jBSOhYaOfk3AFnbfeV4NaxjHBI07hGKvhsTCWgu11ZxJ3ZhZ4I7maysiNJcxqlkw1XvgoKiVPsqDnNQiGoKb6T9XYiwhqfz4H6R1nOiOuR8fdrFZKCma/Eff2/FzTqSDhaTuq/SbsrImxndbDobxtfYIUp0JZ8S8FDa5jUBtDv0jOPUZDjXiPxKMJtwjxBfTaSiloAGRN7r6fCnDLiW31ZRu1YKnE37YnS05XJtMiKpZ+TnRZdbkwdOCIHNJ0t0AN+VzpeSDahc7oSNKJVtorxqorya+GIybLmvpvPPZodQejOjr4g0lL1gFA/keEb0j/lcP4/l7hSM67TVoXw3KICd6dpXNpSpjHpBR1TtBDIkdFMRjWcpHZaZreQ5V/SBk3ngzkR9STSRw43IdV2kopIUthPEYL4byDNaycjFHFfz2/L9ik6zal9xGTV4Hlvzo3F8nB9Nd20rDymp7GZlMcfDgv7h3FsCbHU5X8TCX+HsJuhg8TNwAAAAAElFTkSuQmCC) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur76917 0.4s linear infinite forwards;
}
