@keyframes rwdcur179215 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 13 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYhe2WS0hUYRiGnxk9c+Zmk2PjOI7lrbIUM0SiNpYhLlKjqEVERFBCRekyiBZGQREtatEiBBEiQqJFhRXkpBBJV8xRoYvaEJUZlVPOBW/na2EXCuqMFYnkC2fz8Z3zPuf9/v/8B2Y0oxlNN0lthkw1w9SqZrlNdhXZpiaF05VOkSftIjs9cnmzW/7GOIyTac5OVODKEXAoJJgmav90TVzb4hbpahPZ4JTGja6fGk8GalIJ+PpCkJkPkXGKvOpP+wy1AUOsz4yfDMDjd2EwAG4zb8LjnFrjFKc1DrfNSEmm5avxEjcyxwI3AuiCxJTAl0i3FrjgZR9YjSyfq7K7+jib8h2ULLZ/19/RE8TX3IGsc+qOQhdAajME1cjjvanS8XoE+nsgv4JgVIN4FawLwGyEZ1Fk/WfDQDdEPkKqWffldAHOdYZh2WG8wXFyk03QdxdyVhMa0cA6C7Y3cO3+R4hq4FKJHkgXulsg/AH9AcQAkOWMJ1RXg21PA6VZFnAvhLRF9LwfhawlYLFz9OYA1D+FUY04I+DwgHchNyP6m0EXIC88hn3feXjShhoPJKXBozZWLS2B2S4YGqS1rQ+Cb2FEQyk7CXcPQX8vrYGILoDuLgimqNiHI5BfSkJRJcxfCv44CL2DUBC25UH1CTAqcOwOjA5DVQsMRzHF6frrJ7C/eRDyVkB2AaTnwpsXkJwOCXNAUSHVCiMRsNjB5YWUDJiVCP297HOa/hzgjD9s2LEyDR5ch5e9EOgERxIUb4J2H6gG8NdPwCkmUM1gTYB5uZCs6EcQq46XOURuXRSJDImIiGiaSPdtkSqPiO+syNDgRP1tv8jAcxFtXGS1/qkZ8yezam25JCka6eYx5uLnYMsA916B5EBBEAo9NgAaHoa/3iPlDgxNH37pEfNZUHepyXD0wlVDV0ihsTNERuJEfbvVhn8AvNnFRMe+9Rd6AJv+GvgtbausEODHix9rksN//vs2o2mhT89aGuJZkjQwAAAAAElFTkSuQmCC) 13 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 13 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 13 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 13 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 13 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 13 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 13 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 13 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 13 9, auto;}
}
div.testarea{
animation:rwdcur179215 2.6666666666667s linear infinite forwards;
}
