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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe2WW2hcRRjHf3Nyzl7Pbk/OJrtp0s1tE0olbdLSWChaiiJoVRRBsJRgRRFvIAjig/RBJHhBBN8UHxTiiwoFHwQfSislRElBa1sjZqMb0ubWxNyabDbbzRkfzux2u1nb1Ifow/7hY5g58833n/9838yB/xhCtZoyAEfZlkEHAlIBMNXYliC/cx+AEAIp5TUgsFUk8gQ8+QFFYvFfkwjE3balZ/MuwA4lf8FUP7wpEuGd7iaEXodh7cewD1MV7ACtBtDp6r1zAndAQgNhE2x9jp2vnOHRoUnjaWeVB75PknjmGzyRIyqGVs5ZqI+2lPKyEGLDBCklQohtQBrIlXzWEXo98cf6iD9xqLn7KM01UKWBI+GPqzA2+DkkP/mA2XPvgTNHSYXdVt58TmwgEb1XY2bApu7+t6juPIQvxuj0dUZnDFdAJ4vX64XW47A29xLra38xf/5DunqznH9z8wqUU6IqdtBZnx7QCTY+wq7XPsPqDGOE3OUMU3lodHYkkBIuDJ6Cq/1TXOo9gFyfKFay7LncSgkgsL7wuw7oVO99iEh3mJq7seL7wL8dMjOwOkk4miBiwvg8EGyCSHcdwcbDpTFvS0BKWWTgOHKR68s64CF6z37MBCHTzzY/tDXXge0SiYYhNQOOAwSbIdQG1XsPAHpxiZbNASV38e5fxT3/JWCZ/P0RbNJqaqM02BD2Q9ALYb+Pn5J15ByorwbTCz7DYFIkQPe7fqk+DZWMGxRQwd9wK7Ag/UfAWWX9eWeWhi8110LchqYI1IZgaAJYSTE68hu/XgHbhAYbYpYOS8mLKkyhErQywV8ETpURJq0sgy+WBbLM9J8xqkgnYm6QuWUwqgBrD5gtLM7PMjQOEROWVplj/pcBIMfuE4VF81Jk1W6PAd8BC0KIZ0tUuKx8crQ/nwOyTJ/t/+HchdPbLQh4YF3Cnjh0NUF7g4/2phriNqyskV39+Z0vcNbGgBwX375xvLjvQAA4CAzilogGhKWUqXwuKHVqgYWiOSa+aEf7y1Ofvv4wdy2kYWUNFtOwkHbzIuCBdz/+9iv6n+oltzJCqD3DtaRTTEDn5mR0CovDg1LKvsJkIWKKQJaWHkj16YCJbray7/1jjx994ciueqygF8/wFJkfR5gYPnn8S/7sOwlyFjeBb7oJi39ISgkEFIn7VD8NnFaLuBdJ45Mw9rXuzhUWobZGAjssjJCHzHSG9Pgs6StjyifDxqv8ltAVARuIAhblHhW3pvNPuqnm2ao11fimL7xSaIqIR7X/vNDuE+77cMNHo6VHK874CiqooIIK/pf4G9iEaEZ7ig4IAAAAAElFTkSuQmCC) 2 2, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur188602 0.5s linear infinite forwards;
}
