@keyframes rwdcur49866 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFvElEQVRYhe2WeWwUdRTHP7/psGx2trvtLukF1E0hHoVgg0e0pFVrRTQQvBUw0gg2eASMRTSmRqQxkhrRpiYqHjFqQgAFD5TDIJRyhBa5QgktWGmlNFRDWkDodo7nH7MLFEthC3/6ksn8MvPyvt957/veG8UATGAMEACaFHQMJEbctAGAe2wIWeDphoxYDE3AK5AmCcbUEyWgwGqHo0Dab9AJ+OeBZcHYJNCV+67pcuMlmgEd8GXCqUw4ngz5TTD1CIROgtcCzU4wZiLOOuADhgAjK8NqSsGm9Z90GdxlwPXfQ8dBOLIBmhMhkAh4AMgBiivDqspp+d00R2jiNDaYGw2Wb4IXy+D6mF/Cpb0UuP888Grn8CFzcQhJVsiyEOJsq7U3G3y/FebF/PxXhcQv4NkPI9+Ea4GiyrCqdlqbzX1B5GuQMpCxIGvSEWfPTrPJYMtKeBqIXC6J/hz0UTCmG0ZOgCxfkOFl2/bPWn9Tjn6qyxXPNcBgL7zVBcaEsfq45T/eevrRSafu/YfDr0DGMDg+HHwe8GpwQLld08t6iVDOEdIB71FI0aEgCAVl67fP2j3uBn3vX2ABJ3DVlpYEGTp81g5HZkzSx/y0/s4xkHcTvJUFL3dDhg0+G9L6TYVAmgWRThhGTHAPwfi9Bmud1auismqVCIgsWiTS2iqLQBaCPGsgIiISjYp0dop0dorz67poC9Q3Q/V2KO6AO/+ElP7ANQsiJyHnEIx+wa25K7hdO8wd6Yi0toqAdENU2tvlawNZGkTWGIg0Nkoe1MyBGqmrE3sY4mzeZG4w+HYJlDzfT3doAAqc09B9HPzHIWMQXFsZVpPn7m6etX/8zXrtMWD4cD6EveugldRUkgeDPwm0wYDPx27QfgYIBKiPgjw7Sb9j6Q8PZBhMLoL8NZBb6s6RPmePBnh/h4nbYHYb7HEOHTBrhmryuB95J55mEZEzZ0Ta2mR5OrImU5MNQzXpZbYtHenIH1mIXXCdODu2mzsNVh+EtxugGPCeT+JsSiaA5wQELINbMmvrcrfckat/1uZwgwGndXh3iEZKEmQqYYQDIweBRwe/gv3XJNHQIzT1wMmoUADs0yG1oZEZM8breVt3Fu/LH9vT/A+/AB6gJ46rziPiXwCjy+u2rHZeLfFPrztIvkCaDpmAJwm6BkEgCcIamJrGxi4HXxccABqBFRfR2KIhitlF407oyzbfhds8p3CbqVcJAkBuZVhVOG0t5sFsTb4KIluCuOoHac5EWoYhVQbyPMh83IFUA/IrCH1cDxqIlZdq3uejAsiN4fxHB1qsNllAYWVYVTltLWY0B1mXjrSHEFmxQpyatWIVjBB7VFA+BykHeQbEeqxA7Gn3iF0yQeyZE8+CT/Ej1v03mg8bVAGFsfjevgjESfhxx6jbgkf/NK3bs6UtC7FXfCl5UDMX6u3bcuRTkMUgX4DYs58QoBaosV8rFUBKkpXYMyeaTyaralzxRWLx+93AF269aueH7+xoELFGGQKs3QNt9uR8WQBSBHILiF3xogA1wFr7/fnyQlCJXT7LnBk4C57DReaAuvABvfd+5Msg06Z6eUoNzdJlaCbKnwLJAUoXr2QXsBOwP650l8IgDyTp0HG0e87rb3z0QZf8CBwG/gZOc4HwLpWJeDkKS2G2NS77zDS/u/0eASnuQ3DlqUrsJYvPAKW4NY9wBas5TiIbKHzcz3vWtLvNly6i9vJUJc66lWZ5qnovBp59JeAXkogARSXJqtoum24+F1S9wOeHlDjbNpgLQqoaKOIKv/xiJHKA4ueCqtr+cKE5L8UlsSCkxNlbb34T5CvOCe6qgZ9P4mx3zE1RVc5PS81jEU2chl3mwrCq4hJqv5okIkDh/JCqcOpruxaGVQXnBJcweF9teCkS3hhQSuzcjfurdSJ2vuxWGwgBcCeZJ3ZpgIO73Xpi54RsIATiJOL3OGjC4P8bwL/ltH302U/4TQAAAABJRU5ErkJggg==) 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,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) 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:rwdcur49866 2.6666666666667s linear infinite forwards;
}
