@keyframes rwdcur161272 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 5 9, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
12%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADv0lEQVRYhe2VX0hbZxjGn7UhGaG+WSAJBoaouGmGlCKlzFG2XsxdzG2ogaF1dIsUBoMxNoI3ymBMERwye6n1JhdOK1aZUkdxRdkc+C9Ex0xZMgkK/klyBIks83iWPLtQS8g0ahV3sT5Xh8P7fb/fx3fe9wDPcnZ5HkD2fwWvdjgc4bKysr8AvHfe8K/cbjcjkQij0Shra2s1ANXnBa92u93c3t4mScbjcfb19RHAwnnAjQ6HIxyJREiSy8vLrKysVAHcAVB8HgIfdHV1PTn5Hvz6mewsIkUicvWIMs/8/DxJcmxsjNg9+Ylz4QC4HsCD7OzsQRG5mWFtrsViAQAEAgEAGM1QWwLgCwC6IwWw289Gj8fzR25ubouIVB2yaZIkAECn0wGAPoPANw0NDW0A7u/tf3hkN2ubm5t3ZmdnBx0Ox5KIvHNA6V2v10uSnJ6eJoB7h2z5stPp1HZ2dtjb20sAD44lsLGx0UjyyuTk5HBBQcGSiLyVVlrR3t5OktQ0jW63mwDcaTUFZrP58dzcHElydXWVer0+c4uKyCURWVMU5UuSNpJXJyYmfsjJyQmJyI2UUp3FYgmGQiGS5NbWFtva2mg0GoMAegCMVlRUqD6fjySZSCTY3NxMALeOJRCNRvcFbCSvjY+PP7Tb7Ysiktpqr9fU1GiKonA/iqLQ7/czFApR0zSSZDKZZE9PDwEMZoRnELCRfG10dPSR1WoNisi1lCVV5eXlf87MzDCRSDA96+vrbGlp2Ydn/gBTBSKRSLqAjeT1kZGRMbPZ/LuIlKQsKwLwfVVVVaKzs5MDAwPs7u5mfX09s7KyggA+OhKcImAUkbVwOHyQgI3kjaGhoZ9NJtNjEUkfuTbs/g1vA7gJ4PKxwScQsJF8s7+//xcRWRCRohNDUnLQIAIA7A+ZQ/Kr0+n8uqOjIwbgnojknrlAhpRomvZ+IBB412q17pSWlr4A4O2nFfjXbE7JxZTnCwCSAHQ+n+9Tl8t1ORQK7QD4DcBdAN+dpUASeHIFxng8XhEOh9/Iy8v7HEC8sLDwkclkKgbwYSwWm3ha8H4OvQKdTvei1+v9tq6u7rPW1tZiAK8CgNFoHHe5XAqA2tPCD4yI6EVkpbGxcUFEgiLyiYgE/X6/Z68DriwuLt4XkSURuXRa3sX0F6qqJgwGw99TU1MKgNuxWGzMYDDk5Ofnl9rt9sLh4eGPm5qaXlpZWQkA8KiqmjyNwHPHKRKRV8xm88N4PJ5UVfVHAB4AP8VisdOwTxYRyRcR2/kRn+X/kn8AuSoc2M+9C3UAAAAASUVORK5CYII=) 5 9, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
60%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADw0lEQVRYhe2Wb0jjdRzH3+3kBtv5WcptMApJMb2piBxypggdGD2I1EjoQUUxFZIDiVwcoSZEPhLkiCBQ8YEgYbQQlLTDTa0WTtqQWilNxtCYMnXX+KHzpm7vHqRS4v6crp5cr0dffny/3/fr9/0PPO48keH+ngNQC+ApAA8BeAB8A+DBvy3wglarvdfR0VFWU1OD3NxcHBwcwOfzYXR09KHNZvsMwIcAIhnK+wd329raYn6/n+exv7/PsbExarXaJQDXMx3+psViYSQSIUkeHR1xZWWFs7OzdDqdDIfDpyI2m40AvgWgylR4blVV1R+hUIgkubGxwdbW1hiASQDdAD4tLS0N2u32U4n+/n4CeCtTAu9brVaSpKIobGho2Afw4llJAIsul4skub6+TgA/puxZRG6ISGWKal+73W6S5Pj4OAH0JKhX0tLSQpKMx+NsbGyMAZBk4VdFxFdUVPS7iLyeRKDGZDIF7HY7LRYLAdxIVFGlUq3t7u6SJHt6egigLJmAiMjmwsLCXHl5+ZqIvJpE4jqAcZVK9ROAq4kqqdXqwN7eHkmys7OTAEpSCoTD4U9cLte4yWRaE5GXk0ikorK9vZ0kGYvFWFdXdwhAk1IgFAp1k6xwOp2ThYWFayJydoGlgyE7O9vj8XhIkl6vlwDsSVuIyDUR2dzZ2ekhaSBZ6XA4pvPy8vwicvsRwu9UVFRsOxyO07/v6uoigOSjeSKwvb19ImAgeWt+fv6+0Wj0iUhtmgKe6enp0zPAarUSwJcpWyUQMJCsmZmZsev1+lURuZWGQB6AHwYHBzk0NHQy9Inn/qzA1tbWWQEDydqpqam5nJyc30TkZhoSWQDuAvjguJwaEdGIyGYwGDxPwEDy9sTExPc6nW5FRBLv5zS5yMWwXF9f/9Hw8PADAF+ISMID6FICJJO1+7mpqenjgYEB5VjimYwLJOHm4eHha16vt16v1x9UV1c/CeCliwokWxhX/lZWAYgDyFpaWmo3m83lfr//AMAvAIYAfJ5JgThwOgWaSCTySjAYfD4/P/89AJHi4mK7TqcrA/C2oiiOiwafkHAKsrKynna73feam5vf7evrK8NfD05oNJp5s9m8A+CNy4afy/F1HOju7v5VRFZF5I6IrC4vL48cb8MKn8/3lYisici1y+ZdOfshGo3G1Gr10eLi4g6AVkVR5tRqdV5BQUG10WgsnpycfKe3t/fZQCDgBTASjUbjlxFI61kuIiU5OTn3I5FIPBqN2gCMAPhOUZTLZD8aIlIgIob/LvF/Hhf+BLEwFdw7IUx8AAAAAElFTkSuQmCC) 5 9, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 5 9, auto;}
96%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwElEQVRYhe2WTUijVxiFT22YSCJvmtiEBgf/sDoOMoiI1GFoZ1G7KApSwyyqtE0oFAZLK7gMRawgKERciqBk0YLUWahgCVZGWsW4sMKg8SdNw1BUEhPQCIHkS3K6qJaQJnFGxU092++893kul8t3gdv83/PmDbJKARBA7AaZeBvAuEaj8dlsNhoMhi0AhTcpYOnq6mI4HCZJTk5OEsC317W4BkArgBEAiwAeZOkUAJhyuVwkyUAgQLVavX3hyiJyT0QaL6jNORwOrqyscHh4mAA+y9F7p62tTUkmkyTJzs5OAjDlg98REV91dfVfIvJpHoHdk5MTkmRfXx8B1Ofpbh8fH5Mk+/v7CaDh/ENBlnIhAI3T6fyjvLx8UEQ+ybFoNB6Pn0sDgCEXvbCwsEilUgEAzmbi+QQAALW1tS8mJiZ+LykpGRGR1iwVz8HBAQCgqakJAKw5lnq/u7v7rlarRSqVwurqahzAn7m4kH9yGA6H7STr3W73XFVV1UsR+Sij+mR0dJQkqSgKe3p6CKA3Y1P3y8rK/F6vlyS5s7NDAK6c8DOBIhE5DIVC35E0kWxcXl7+ubS01C8ij9OqquLi4l2fz0eSPD09pcPhoFar9QL4AcCCxWJRNjc3SZKJRIK9vb0EkLmR7AJHR0fnAiaSTUtLSy6z2ewTkUdp9YcWiyUWDAZ5nlAoRI/HQ7/fT0VRSJLJZJJOp5MAJvPC8wiYSD5cWFhYNBqNXhFpShtpbWlpOXW73UwkEsxMMBjk4OAgAfwE4M4rCwSDwUwBE8lH8/Pzz/V6/a6INKSNVQF41t7eroyPj3NmZoZTU1O02+00GAx+ALYLwWkCGhE5DAQC2QRMJB/Pzs7+ptPptkWkLmPcBKAdwFMAXwBoRJ6bdlkBE8kPp6enV0RkS0TuvRYgIzntSOabe9HR0fH92NhYBMCUiJRfu0CeNCiK8mRvb6/NaDTGm5ub3wLw8WUFVHm+pT9WCgCkAKg2Nja+tlqtD/x+fxzAJoBxAD9ep0AK+PcINNFotD0QCHxQUVHRAyBaU1OzqNPp6gB8HolEli8LPk/OI1CpVHfX19dHbDbbN0NDQ3UA3gMAjUazZLVaQwA6rwrPmrPf8b7dbt8SEa+IPBURr8fjcZ7dgHqfz/dMRF6KSNFVef95lMZisaRarU6sra2FAHwZiUSeq9Xq0srKymaz2VwzNzf31cDAwLv7+/t7AJyxWCx1FYE3XqUkIvf1er0rGo2mYrHYLwCcAH6NRCJXYb9eRKRSRHI/pW5zm0vmb7DWEO5YhR/OAAAAAElFTkSuQmCC) 5 9, auto;}
}
div.testarea{
animation:rwdcur161272 0.41666666666667s linear infinite forwards;
}
