@keyframes rwdcur206517 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 52, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 52, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 52, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 52, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 52, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 52, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 52, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXElEQVR4nO2av2obQRDGvwtCyFUQAheqRLBVpxDY4NrvEtXp/AB6hbjIM+QFlCZF4AQuQkrZGFUuAkG4kggmm0LeY3a1f2ZPe5Ig84OD1d3e3n4zs7tzewIEQRAEQRAEQRAEQRAEQRAEQRD+E4rM7ak9PisLbw7dgUMjBkisr8iRk9ztsWkl1GV18nk02jr39u6O067Ckc4TGlVOWqqctOwIUDWP6l5Hm3uDGwGuzu3aYQUA5SQlCPPDngPKSQunV7dZH67Fn17d6vLeo4BtACq+nLR29hwVf0g4KrxecRnh8uaFVe9YYPUsRcAxi3WRlAf8+v4hewcYbbpWj2xw1l21L6++Dp8CPKFZcoajj9d+r238fvr9J2v7XCsaUUAnupzRQdu1hQNO8TtHQVLvaQfXywU63QEub16CRrBXBY7BQl5fLxcAgE53AGRIn9mToBayXi6qTqxmU+Oaj9VsWt0Tq8sRb5cJyRMlewhoj1O0AU4uroM5wXq5gJrfV+dPLq6rsr5P16UG0OItr2/9JlpUv9emRovqY0cAFVC1Pjyvyj7PUiPpA4AzIlzj3ic+dI/rnA+2AYrheRX++qBGqTMZauNoaLjrMvWyJ+xDRIcD2wCd7gBqfm8cgBnOLvR1KnY1mzojitLvtbc8SY1hD0fKl49/2Q7huq0AoHxiy0kruDR2ugNj8gQ2QypmPHq/q2wZSAEb8YCRVAVh7wekhLhrPgh5jOJKdHwrg123zjDMlsXQKKhrrOfRyLl95jKK7xmkPdYKx34dDr3m2tdiyVGMuvemigfCBjBmUDsPcOUFns4ACIuKJUeJJGWGQVPbyw79bYsPLVG+lNkO/0NQO05T1uR+r43HhzkA4Mens7qPbISgAbgzN4d3Z0PnZEY9H/l+EIREU9ILUsgAqW9ZwazLFu8L+Uyv12wj5NwQKQCoumPZ9v778QMAc8i4ztmQ5ZhlhNw7QsWrECMaQkahwmkusR5vzhl7EGNeJ1KM0NSWmLGvFxvbdj7x+O1zdY2WNZw8w07PfTS5J1gZwbWdFhPw9PMr65yNJTo6BJr8Guv89hdLkLhJkWePMllPUxHg9TzMTipPOMeEuFacWs5s7B8iTA8V+nrddJj72uujqSFge4j1ASahfkpdIcQ/oWe2N9RgfJ8AAAAASUVORK5CYII=) 5 52, auto;}
}
div.testarea{
animation:rwdcur206517 1.0666666666667s linear infinite forwards;
}
