@keyframes rwdcur80332 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE80lEQVRYhcWXPY8b1xWGnzMf5HC5JJfUrgqpC1JsEETV2oAbQYA7wzAg3rhSnB9gIIV+gCr9ABUB3AeKK2PWQCC4MyBsYyDZSoZhqzGgRsUOxeXXaDgznDkpdoYhl+QupQTIW84997zv3HPuuecIW8L3/UPgUxH5GLgDdFTVE5Ep0AdeqOr3wDNjzC/b+pUtiD8TkUeqeuS67rRSqXiu66KqDIdD2u02qkqapiRJMk3T1BORU1V9bIz5x3sL8H3/tyLyFPiwXq9bOzs72LY9X0/TlF6vx82bN5e+Z1nG27dvCcMwB/6pqg+MMb9u4rE2kHdF5MdqtXp0cHBgNRqNJZKrYNs2jUaDg4MDq1qtHonIT77vd7cW4Pv+X4Fvms2m1+l0nG2J1wnpdDpOs9n0gG8Kv1cL8H3/j8CXgCUiqOp7kZdQVWazWcnz5bqTmAsoY3779m1rf3+fwWBAFEX/lYDRaEQYhuzt7dFqtSwR+dr3/d8s2jhzJZb1tNFoODdu3Jgv9no9AGq12orzLMsAmM1ma/NjkbxWqyEixHHsxHH8NfBRaSfF338mIt8eHh5aruvOnbx+/Zperzd3kmUZk8lkFkURqjoXLyKzWq3G7u6uY9v2Cvmi6CAIclW9X15Rq/j7R/v7+0vkALdu3aIMx5s3bwiCII+i6ERV7wMtY4wALVW9H0XRSRAEeRAEa8nhIjHr9bolIo/m4osK9/Ph4SGVSmXlKAFevnxJHMcAXxhj/r7W6OIk/wQ8rVQqLIZyEVmWcXZ2BvA7Y8wvFvCp53nTTeRJkpAkSX4dOUCx/kWapnmZI5dh2zau606BTwAsy7I+Lu7qWpydnc1E5Pl15JdEPJ9MJrNNNpVKxSveFCzgjuet51dVBoMBeZ4/2YZ8Yd+Tq65wkWt3ABxV7YhIWTCWMJ1OyfPcAU7eRQBwoqpOHMc4jrOyKCIA+3BRB7xXr15t9CQidLvd0buwG2NGvu/T7/evMvNKAdNWq+VdvoJwkbHn5+f4vt80xmwtwvf9JkC73V5bpNI0ZTQaTUsBfRG5tU6A67qIyExV7wLPthUA3BWRmed5q+cPZbh7cJGEL9I03eipKKMP34EcEXm4rnyXKPheAFiq+n2SJNNNxru7uw5wrygy18L3/T8D94p9a5EkybRo37CAZ2maetcUDgt4ep2Igvxvtm1bm/qILMtI09QDvoPiMTo+Pv5XvV4/ajQaKxuiKGIwGOA4DlmW5cBzVX0CnBTZ3uQi5g+Be67rWkmSUK/XaTabK/7G4zFhGJ52u90PoHiOVfVxGIbf7uzsLCkvyUtnWZZZk8nkbhRFd1XV8X0fWHoNLdu25/uAJRFZlhGGYa6qj8tv86b0+Pj4h2q1etTpdBxVXSG/jDiO6ff7tNtt1lXSy/tFhH6/P4vj+LTb7c77gXmiqOqDOI5/CsPQEZEryYF5hdsU6/IWlCfhOA5xHM9U9cGi3bwlM8b8qqoPhsNhfh35tqjVauzt7RGGIcPhMF/Xoi81pcaYY+ArIHccp6zZ742FxjYHvir8L2GlLTfG/AX4fDQaTfv9/mzT9bwOWZbR7/dnRcn9vPC7grWDiTHmWFX/EMfxaRAE+Xg8ZlshWZYxHo8JgiCP4/hUVX+/7s9LvPdsKCKcn5/TarUQkf/9bLhGyCHwycJ0vL8wHff4z3T83btMx/93/BtXHKHEOcam3gAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur80332 1.0666666666667s linear infinite forwards;
}
