@keyframes rwdcur171982 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 39 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 39 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 39 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 39 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 39 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 39 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 39 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADr0lEQVRoge2YX2/aVhiHn/fY0E7TpOxi0jpm72ZVK00LUgITkE/TqfQiX2mjn2CfIiNBqpxIIbla1EkjZdW07maqljTg8+7CNgUSGhtwmm480kEY2+ec9/d7zz9gxX8Ujcm7HZN3Ax88eTvx/3Ugq7J5OfHBO+C+7w4AVCoVA/SvuPUqCIJv3/XurQiAKBM+n+fF9xpAtVo1qnpWLBbZ2dlBVel2u4RhyPb2dqo6boMDRQDHcVBVjMk2LOcOQEQEotll/Hqaq+7HOX/mOI5pt9uoKoeHh4gI5XKZMAzzD2AJTCifzLAiwgwtrmThAKadmHUfYHNz04jIG9d1abfbAJeU39raArgAPgZs7gHMgQuzlb+4uAAgCIJh6sqWwawxAFCtVlHVgeM47O7uApHyAOVyGWst9XodYCgid7K0e1MOmKQks4yqTuT7cDgEsEEQXJs24+QaQKVSARiICJ1OxwB0u13gsvJAJuUTcg1ARIyqXql8Qqw8WZVPyByA7/lnxFNgTKF32ptofGNjA2PMQERMp9MxIjJTeVWdS/mEeRxwGd/FKqb0Rcn2f++POi8iZqwgIpeUD8PQAuzv78+l/CIBAFBv1BEROnudN444eJ5XOD09tdPKHx0dAZHyqkqtVgMYBkFQWKTjiwRg42IgynMAtWruf30fY8yE8gnJnG+tXUjxadKv2TGlUgkAxzgDwH3cfIyI0PqxZVWV578+n1B+fX0dVaXRaKCqVlULqmqDIFhKAJkd6PejXPc9H5jYu5ipa2BS+bjjS3VgqdOoMrmrTJS3EQVVXWrnYbEzsQVsorCIYMRgrR2pHheblIODg2X1e0TmMTCN7/kDwG0+aYJA64cWVi0SVW2Ld4qFk5OTpSufMLcDtQdrpvbgUyOASJTrKCMnEs7Pz43nebn9+zG3A7WHawPA9T6LFuVnv91FFZpPmogIx8fHAOzt7gHYMAydZLFbJpkHcf3hWqRmHLpq/F0ZRtc6qnN89TWOcX3Pt9PbjkXJ7ECi/NY3nyACP/38F1YBMU7vj9fW9/yQsdRsbDWAt070TnvOcroeca0D/pd+speP+RsAHX0kyo8O4sPR8zLpSB5c64Dv+S8Z+9Ppu6/OEYFnv7yO0kdxen/+c2ValO6VcFxn3JGbd2D0oBs9Oq18Ct46kv6d1KQO4NH3jxARnraeRoeQwt2Pei967+xQ/2Uf5jxppSX1/JyssLeNzGNghFK4zoGbIE0KvZrxe27bgxUrVqxYsSIt/wLvA9cc9Juj7AAAAABJRU5ErkJggg==) 39 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 39 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 39 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 39 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 39 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRoge2Y32obRxSHvzO7UlJKwb0otFV3e9OQQKkFthQk+WlS4lz4lVrnCfoUrmxBWBss+yomhUpRQ2l6U0LtWNo5vdhdRZJle1da2Q7VByMkze7MnN/v7PxZWHK7SF4NqapO7UAktz6mYRbZ+EeBxsxaPy//XwcWrWxaPnoH3NseAEClUjFAb0rV2yAIfrjq3jsRAFEmfDnLjbcaQLVaNap6WiwW2dnZQVVpt9uEYcjW1laqNu6CA0UAx3FQVYzJ9ljOHECywiYz0WUr7rT6OOdPHccxzWYTVeXw8BARoVwuE4bh4gPIgTHlkxlZRMiy+5g7gEknLqsHWF9fNyLy3nVdms0mwAXlNzY2AM6BTwG78ABmwIXLlT8/PwcgCIJB6sby4KpdZ7VaRVX7juOwu7sLRMoDlMtlrLXU63WAgYjcy9LvTTlgkpLMMqo6lu+DwQDABkFwbdqMstAAKpUKQF9EaLVaBqDdbgMXlQcyKZ+w0ABExKjqVOUTYuXJqnxC5gB8zz8lngJjCp1uZ6zztbU1jDF9ETGtVsuIyKXKq+pMyifM4oDL6C5WMaWvS7b3R284eBExIwURuaB8GIYWYH9/fybl5wkAgHqjjojQ2mu9d8TB87xCt9u1k8ofHR0BkfKqSq1WAxgEQVCYZ+DzBGDjYiDKcwC1ah589wBjzJjyCcmcb62dS/FJMr8xKJVKADjG6QPu082niAjbP29bVeXVb6/GlF9dXUVVaTQaqKpV1YKq2iAIcgkgswO9XpTrvucDY3sXM/EbGFc+HniuDuQ6jSrju8pEeRtRUNVcBw/znYktYBOFRQQjBmvtUPW42KQcHBzkNe4hc7818z2/D7ibzzZBYPunbaxaJGraFu8VCycnJ7krnzCzA7WHK6b28HMjgEiU6yhDJxLOzs6M53kLe/sxswO1Ryt9wPW+iBblF7/fRxU2n20iIhwfHwOwt7sHYMMwdJLFLk8yP8T1RyuRmnHoqvF3ZRD91mGbo6uvcYzre76d3HbMS2YHEuU3vv8MEfjl17+xCohxOn++s77nh4ykZmOjAXxwotPtOPkMPeJaB/xv/GQvH/MPADr8SJQfHsQHw+tl3JFFcK0Dvue/YeSl0+NvzxCBFy/fRemjOJ2//p2aFqWvSjiuM+rIzTswvNCNLp1UPgUfHEl/T2pSB/DkxyeICM+3n0eHkML9TzqvO1cOqPemBzOetNKSen5OVti7RuZnYIhSuM6BmyBNCr295P+FbQ+WLFmyZMmStPwHYWfTJexoE+IAAAAASUVORK5CYII=) 39 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 39 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 39 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 39 8, auto;}
}
div.testarea{
animation:rwdcur171982 1.6s linear infinite forwards;
}
