@keyframes rwdcur59208 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 17 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 17 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 17 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 17 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 17 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 17 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 17 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwklEQVRYhe2VS0xcZRTHf9+982IeHRhmgLYCIyK2VGuthmLboNIWmzbGqNQuGlNj3BlTu2q68iYuXBliXBhddOdGqyzaGBOVhoaIGDSmIiLSMiWWx0ygwx24zOu7nwvGhteEsnLh/Db3fsk59//POeeeD0qU+L8jtpqgjKhLGLHsfcQB7Ac8wC/CiKU3inNsJga4gCxgA48CHmVEk8KIjWzioQpoKLwngeGNgjasgDKiGnAUCAMhwGvfXKoUgnfsOs8LukOYwLAwYuaKHAfgB4iPLmXD384kxMnqT0W0rBf4CZgWRsxeq1WsAgeBs4CmbJVkLveskJRTqWdFSu6jwnEduFfSgngVoAGE0vYuYFJ1z3RwONTEk4EDQhNeZUS7CpphYFQYsbliBlwAKqfKGbXayDPU7WJXu+4nmLJqqXCMrJkDz7/iAJpGa+LlxsY3esa42uT1iiXVjg9ADADlLLfTD3ynsTF9aiIzx5/W4Rvx7I5LUnYAOJw5yNtNhQ+sJL/yILzaofmFFI/XBPl+NhdNpHIeNZND3ck8w/I8eApP1hmY2uPzql/NK2rIPN7Xm/C/PT5P/98Z3LrG6MQSZOwHgDeVEW27J7g84Vbh2KxGFvx/xdJMmnliyRxDaZuptPSoMeuo/U3ipfyi3QMMwpohTEOzs54vxZHt5sczmZYP+ua4NQ9vtfio9jmoVXC23mPNuAPWoqmH7/y2uoNCU4Tq7Vu7b4xsu3YgEu6+bbHD78DtAF3TSS5J3g3oX6vpTFNucPFFDwyvqoATBrjNRP/1qZZyj47RHgHg1T1+Xt8X4GRLEBF2umReYM6u756yBXPjep4JtGkJZx7bRpVf52Ctl50BnYoynfh29wnR4LWcMABr/gILHvLCxdYxnnp6Lz2/p7Kd51p91G5z4nFolHsEWCzUmMkLOw/5Lgkjts5EDjoIcsGl056WNlkJlV5BtQmdLj7nbv6EmrR+tODYOgMBiAPnU/C+96vExWaY63ol0mNid86kbQYnJZGRhfInfl4MicuJdeIAYr+vZazO3f7FcIL6oI/X3A4enpVXlSnbcGPLaufzzsuLP2yYvJYUVMkIXfIR7soIH/aC6gUl4bON4pURddhnqvvVew+qm6ciSjbwkWxgVoboSp+ONCojGi6s6K2RgioJXRJm5XPBKzLEH0UMhOSx4Lh9KnJNHgnOy1bfJ6nlBVWUYntgFQGI63Degt2iTF8A6oqEmuSoISPjam/gtHY8cq7Q1qJs+TbcjMJaDgHJ+7k1S5QoUaLEf84/rpF70zsPOaIAAAAASUVORK5CYII=) 17 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 17 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 17 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 17 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 17 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
}
div.testarea{
animation:rwdcur59208 2.6666666666667s linear infinite forwards;
}
