@keyframes rwdcur80030 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoklEQVRYhe2XwWsTQRSHv8RFCxYi2ihKoFQoBIJNkD30IEq2p/wB7tVAj0X04smLIJ48FekxoNd466V4MEL0YCFIbIgUitSAiLYeXKFQUdDD7uzOzs6s3VC82B+EnZl98943s2/fbHKAA1wHrhDpFbAF9NGrYxjPLAuoAe6pWU6LwW9bXJBsvitzFvGhDwUsF1wd4ClAtRmBALx9zC9lzkeDr8VxIGQAoWeiUW1iqRM0QDJYZoic0neAltQvVZtYhelowBvpHQVgmSF0AEItoHSjG+3C9nOzI280HoQKICBaQOnsLaxCAwq2f6PyLm6oAo0DYXoEieAAvd3A14cuAFdf30s41ECkAshJZnq1/MDtS35nE8Bvd92fPkj/QVoMJw3imNSeQbP6MPgm8FWZPZyH4TyjheNMf34JwA8Pfl8jv7fOJFAHVoFtE0Beate0FiK40EY7+oU2t+nW7gIgvzGpfgOJR+AAd4CpxOplbbRhuBQfm3MTTusOvABrZ5lS4LeP4THIO7AvGmHiyavXBR8uRTsh7YKifd2gDiCU10ubkqLyQuYpWoB/KRlgInHXHUA5aM+5UFmJ36+sRDkQ2J2/DG9OxKySfiWJJOwAD4GbQeJYALbt0GM3slYTTunbRYf3RfDuw85yWIwekVIH5EKk//hwB/Fk1GQ95cAObf6YPmqAZCFaBep760xaZ8hzEi7OPuHTTAO+nIMp4sWojD/mDrCLDl4PvLXY6sV5YCxE8g50MJRju+jQc4NdFCUZwlXbRWMVF36NMh3HYUkGKDT8QflgEhJb7q35V83qMwEkIABUkBhAPDBZgpsAVAhUEFlKYLIETwOQIRIgitTABw7+NwAVpIZ/sMi1fQK/fohXbezP8oNKl+6H9iflSEf6P/UHUcHTj2xBBzEAAAAASUVORK5CYII=) 2 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur80030 0.13333333333333s linear infinite forwards;
}
