@keyframes rwdcur240771 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEU0lEQVRYhb2WT2wUVRzHP9PdnemWWXbZla4NaZd/VmI8lDWkwEk9qCdDwskY41E9EdSkFDzURJZwULKJRknUGPViDIkJB9REgifYNnpAErABpRazQLvLkn1tmVnheVjeMK8zs9sa4jfZ7Lzf+837ft/7fd+bBz5IKSX/M+J+8kI274kwDMPo9nI6nZUAt2/XI3NVTlRe3E++e8mkkM17gvxCoshyuSyAVHF/XjqdlblcllqtHikyvjywe8kE0IQoEX4yNbg/rp7n52v4+zshrmYppZSHUusYXJOjf+1a9txtAXAotQ4ppcznH9XILCuhDZTLZRGiCUAqlepKrNCzPDC7UAMgEdMJEgkLx3EBsKwEth0k8ccsy9TEqdKk01np90UPtJdZzX5wTS5UqWWZ2qCdNow/D0CIJpaV0MqiRMQV+frNm7gDLFox6sCfsXuASf/NIEHY7KMgRNPLt20ChtRMuGjFwCOH/gt/cLh5iy1bHlsxYZRYx3FptZxAf1wZsJDN89STWwHIte4A8HXC5DD37f0f4N93qoSOU9dyAiYEqCV6Qwd0HRchhNcWQuDeN6b67wa/IWHZNixk82wa3gjAL9PXmKnfYLNv+d3WAxIlxG25mJaJaZm4Tvs5DH4v+M8TzwN+EYBHvuB70UByrjyuDbxz3xEM2mVSYsKQSFjeOeE4LS+umVCJACKNNzBS1NrnyuPs3HfEEymEwLbtaBELQtsFAQ8YhmFkMjmc+/U+Vx6nKQQSkASPcyWoKQSV8gEq5QOeNxzfDwjdBaEmDIhCsiCaGB32g4FkYKTIwEiRSvmA5hcFx2lxu6F/lLoKGBgpMvPzt4HaL4e/318mJaTVcghZwLBQG+l0VpqWSY/vWvDriaNkcxsDufXaVYp7x7TYPSkxEyZuy8VAtmcf8kmOXAHTMvnys4+0WHHvGPXa1a7kX3z6IdCe9TfvvtoORkw1cB9QmLt53QDkxd8m+ar0Hvn+R7hxc55Y3wbOXJ4DYPuGDMnhZzj40ote/ysH36FSmeTi54cBOD87jeMGa6/Q8dp16uQJua1nQYtdureGp7euB+DM5Tm2b8gAsFT9W8vZYTQ4PzvNs28c7cjR9d536uQJzfqKXEGthh/WtUmAruQrEgBw+uMxT8TGzECg/2qjqrVXQrwqAYOFIZlMJonHYnxw7BijO3YAUJma4s39+7XcphDMzvz18AQMFoZkyrb55+5d4rGYFz8+McprExXskPtftVpdsYhVCchk2oYTzWYocaPRIB6LYadSKxbR8SRU5GF4/60nIt8TzSYp22awMNT1LtNR4fc//iBVvUd37VrRClTOnvXalakpXnju+Y4ckQcRgHnlNLdqF7329eoDtx+fGOXlt3/S8nuTSXqvX9De74auNfJvwdfL39HX1+f1LS4uBtqf7NvjtR/aOaAwvO1xrabTl343wmKrGXNVKJVKsjo3L6tz87JUKsmo2GrwL+f7FaMKApjPAAAAAElFTkSuQmCC) 5 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
}
div.testarea{
animation:rwdcur240771 1s linear infinite forwards;
}
