@keyframes rwdcur253266 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdElEQVRYhe2XMU/bQBTHf0YRYmBi6MKEylKpoh1QsqB+hFQslYpYOkSZeBv4M7hMPSaUoQtqJZaWfAYWR5VaoUgsICaWDpkYogjVHXwOzvFsHNtSl74pury7/8937+69B//YvHmcjTEN4CXQBNaARWAC3AADYCgi97UDGGNeA3vADrCU4zoGvgCfROSiMoAx5hnQA9pFFnOsD3RE5HcpAGNMG/gMrJQQT2wEfBCR/lwAxph3wFdgoYJ4Yn+A9yJyWgjAfvm3HPEhcAxcAXfAMrAOdIkDNAtiW9uJGQB75pfo294HDkXkPEMEY8wWsI8eMyPghRsTDceplyH+UUT8LOHELNy5MSYADpy/V+z6b9OD0x2wV+1nWXHXMiAAXqWvaPqc9xTnfhlxADtPi/4ZnQWYvnA7ivNhGfEn5u9avQcA4uh1X7iLvIArYnb+0BleInVbEoCmMr9XRTxlx8rYpguwpjhd1QSgrfPcBVhUnO5qAtDWmeo1AOS2NYHI8fGWawLQ1pkkP5IduFGc1msC0Na5dgEGilOnJoCuMvbDBRiCN571iTbww60qyjY3uAlqTOpqxgBB6564knFtvwpAxvyTdNmWfoqPHvtGbfwwKKNsc4GWFWd0HgCC1i/wlLc7OpgXIicR9d1a0S06OuCNMiDOnowJP3yDH57JbVMTH6EE9uOSzA9tRRRlVEReTkUUzQScWZ1ermIVUQrC1oRZEMXNrA5ya0JdIGidAtv6ccxj3oj4y1VxeKox8UPbF0Ql+gLvO9AlaJXrCxyQDeJKZheinM7IGwMnwBFBq3pnpIAkveEmcUpNesNr4ud1aB+1/1bY/gIFdsaZusboKwAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur253266 2.1333333333333s linear infinite forwards;
}
