@keyframes rwdcur241763 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+klEQVRYha2XbWxTZRTHf0XEbWn3VtYCG0wLaDY2nTFE4uRFRowk6/YB59vULVnCyjYMJgxNUBGIFkQ0UV42Q8gGjgS3mUgh5UtJREEToiNuSkxYcGxrybaOba1l4cvxQ72P7W5ftsR/cvLc5zznnvO/5+X2FmJAZiCWjQa7vSLheTLMnxkY4JONBgCu/RatNxgMhv8zOIByKCLS8XIqAJuP3wMg+/4uAKqKDgHQOSZUVFSqm890nOK16jd1Tl2ucwadMhEBLbgW+P0tiwEoLgoC4Ni9TRHpHBOCgUnl4Gb/LaxWKyZjmtJppGZNRETk65dSxO8XadiwSLq6umV6OqTkeJNRxNcsL5rD7RGYmpDA1IT09PSI1+tV+5lit1dI0jKJiBx8DhVcRF7v6uqSwcFBJYlIzEYSkZgfW23AZDKp3eioP6bVzf5brFj+iFrj4d9eUSQiSzMPwt2efX8XxUVBuru/PV1evpmUlAVKcnLM9PYZdY6tVis3+2/FJBYIhtSqkTjTcUpnGycD0U+dk2OOaRNuPKtOr2XFYrEAEAiGaGtv46erP8duTBEJ19bXLMebjKru09MhCUxNSMOGReL3S8L69/T0xNR5vV4lsXpBlwHH7m20fFQAoNK+v9tH2boSWPQE+UuWMeC9HTWK8aBlwmoNZ6m1tQVAIrMwH8JvOBGRqoVhfWdfc5SjqkcNFGx6hRt9N8jOztaRiGzCZA0ZNwMaCQCNiIbOMSF/yTJK15XGJOG+6AZge2ODbircF93U1tTGJTBPu7DbK8Tn8+E84KRzTKIkGJhkwHubK5evUFBUENPRC88+zZdHjyV82rb2NlpbW6J+Q+ZFGtTXOwDw+XwEA5Ncv34d5wEnAM4DTkVifHxc1wcFK1eoay0jsaDF0KBKENEYUltTq+bX5vdwYZ8HG/CxUxjw3gZQwb88egyb38N3n4ZtLuzzgLksZvBYYxj3PQDwZ8dO2n9foPY1qy4x2beeY+cvs72xQQWPtAnbefjiiPBWU2Mi98CMEkTi8mdv4MsrZ+9WO3nGFAyAZyCdi+17gP+e3Fa6RZ3nGVPYu9XO8zX7WT5+iR1rNtB/+pu5EXC5zhlm1gmg/JlCdW3ze7D5PXHPNRw+e4QH160B9LWPSyASd3x3WLWpmnd31ACotXLnSSp3ngSIOn9vl4NVm6p1furrHXP6SFFjUldYIuO9V5XUFZbIvTsDUVJXWCJ/+/7S2U30/igOhyPuK1hDUlZ1hSXq5sNnj/BQzlKdTdPGyqi9lvbhYS+Q+MtoVmlxOByKxNbqKt35Vx2dUfuWlpbZp3s2yMyyiNvtlodtBeJ2u2VZbpmkZ5hlyeJ8cbvdUvT4GnWWkW2Z05dywvcAwNLcMslamKv2ze/spfXEnqh9JB5bWYNv6FcZHPbMKgtJCQRCvTwQ8AKvxg0aidC9H8gwQyBkkYm7I0lJJBzDzCyLZGaZSTetxuVyKf2hg3uiVg0ul4u01LWkpa4lb6mNzKzk5UhIwJRWTLppNVOBa7pAkWskRkbPMzJ6nrTUtZjSipPFTzwFDodDtK7/4ODn9PzSm9DZk08V03niqNq//aEz6UQkrVHkCA4NDdH3Rz9GYwYAd0d9ZOWE/0UFg5MUFS4nLy9P3TubcZzTvOYuzhezZT0A/pHvGfYNGGLp5uIzYQ/MRDA0QWNDKY0NpQRDE3F1c8E/aBM9wvO2SwsAAAAASUVORK5CYII=) 6 6, auto;}
}
div.testarea{
animation:rwdcur241763 1s linear infinite forwards;
}
