@keyframes rwdcur124502 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACw0lEQVRYhe2Xv2sUQRTHP7McQwghnAEhWkiwiEQFEaKTCIJgoYUIalBsNSBWGgJG/wQLxR+doCFYGFAUFQSxECxiBkQEg2CEIwYJFiFcESQ8wo3F7MZls7e3uex1fqub997N93tv5t17o8gJ7WyvwPGYaVDDSWAemAHuizIf8u4XQeUgDgR6ADSsiDILob0dOAvcBTrD8HvAFVGmGAERuYYlUaaa4u8E3gIDMfMBUeZTXgGlBv4aylRkPbEGrgJjQFfMtQz8zksOEGQ5M1I5AdxMkD8A9osyvzYioFEG6qE3sZ4RZS41s1HDSxhBO9sNDAPngd0Jdw14AzwBnokyyVNrXoB2NgCuAzeAjhx7zgNjoszkpgVoZzuAcWAoz2YJ3AFGRZlaVlDdOxDe9PdAfxPk4KukE7iYFZRVBRObII9wQTt7Mysg9Qi0s0PA002SR1jF/zl9SXOuy4B2FnyNF4UScKueM+0I+oGdBQoAOBKWcS4Bhwomj3hO5BWwrwUCAHblFbDYIgGpJZ8m4EeLBPxJGrSzXWkCZlsk4GvSIFAuaWd7gMvAd1HmETAFVIFywQLa0owB8A64BjzUzr4MiecKJgcY184+ThqVdta1gKweqqLMFvg37gUCudpmQViOfR6AsDQEJrVPey9wukDCKrACdMfWaGfbJZwdAw0vQudrUeYMMOo1AV7UqybJFwADnIvZerSzw+InK/QeKgHwHPgoYesVZW4D24BBoA84hR8uMgeLBOaAY6LMLNAes3cIHAXQUJZvhkCUWdVQgbXHBqLMkigzLcqsiDI1UWYEOIyf+7LmvQq+pPtEmZnQth3/pcnovmlYFGU+Q3wecNZ3QGUqWT9NO1vGN6y9wFZ8v/8JTKf1fO3sQYGRtbV/wk1FaxULLAnsCIPmGs1yG0GY2TZRZinpWz8RRZnwQlKfZP9RJP4CF6TTVaqzJfMAAAAASUVORK5CYII=) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtElEQVRYhe2VPWhVZxjHf8/7nnNyEuNFbm9K/SCoaJHQlg7B2iCim0NxcHAXJ0EFhw5OwaF0yFAVqgQ7WXDIIB1Klw5CWhRFHBxUHDpoEAlJjDfXe5Pz8TwdbhXCTc5NropD7397Oc/H7/0/5zwHuuqqq48s6Shr7s8SjXQf5R0JcaXGzB1l4Lv7Hx7AbsbUZL+4nhNOor0S+ACRTNOleX09d5XKZzeQr6ffP4AZNP4e9GE8JhYexWcBZID9V0JAe9TS/LGl+Y9a6vsN+aL2fgBsPGBhaJ9P859lU/9XkKySbkAAqbzQJPtJN7pfkG/m3g3AJhwvyyPOb7ji+sIhXOKKUwzwkMq0qo5pb3ABGc6KWrhivqFtPug96Xr9nvbNofk8h9A+dd6fZXHpQJuEAgCbcL7xei9xPILToF2hFgjPFqfhOcwKc1cHmB3sV9EvRaiAsr4PRkAyXBgNw5NdnQHIfInF/HPQqMNtAUjsXk4NF0Wsbk+0MXHkVRDttD0O8K7DEfQndfM9z0CSVWPaSVEtRc/fnidGI66NLetZQHewjtydMqQuJqXOxmBK3VffHo+db7nMyg5cPB1x6UygQf4CtWrzBbROCEAbhRtxZYDNZZgrQ+3VtGp21yxY01pt6g1oSL4w/5D+gSdF0cXGPp2IGRg46KV0VUK2LV/DBSXzIEFdPZud+patRx53DgBgNwOoHJba7HEflw5D0oczWkciYF7JXFXRHzTPrrNh5Dmjo46dS5tYqCacutziZPsNJ4cy4Heb+WMyx33vfO9RvBsUbxFYc4QmmLk6Wf6P5emvauk1SgdmANhOhDZ0peZrc2CZG7diFpaGHdGIeNltYhUQJ5nOWCCPNOiZJPzkAbJjsRm/7g5rBbEAe1jGbm/H/tpJdbKC3Wt1c3x8Hf+Qrrr6v+pfIO3/gZTACLwAAAAASUVORK5CYII=) 1 1, auto;}
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}
div.testarea{
animation:rwdcur124502 1.6s linear infinite forwards;
}
