@keyframes rwdcur245874 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+UlEQVRYhaWXbWxTVRjHf63L2IZ0cy17cWsRsjB0cTDGNAQWmfKlqB8cmRk4YjDp5AuBD7MRBJG4CKkzMRCSZQ0CgpKILPEDNioTEpRJYLbMgLBsvGwd3bBjLzI60O34oTuXe9d76wr/pMk5z/Oc5/8/5zn3nFNTzbk2gQGOvFhq0rNXlZcJgGNnzuv6E0ESwIbSkhhHY5s/7sBt7loA8bgiktRki+bnE+gIGgbLmQPUe5pwVToRQgiT6aGGRAUlyWVWl2Lq0kvibe5a+jt7FLu32YfJZMJV6SS7wC7NCZUnKZ5TTSyRXWCnv7OH7AK7IkiSCyHUsdMSYiigqrxMTJmZRoReW10K1WrF3Sfm6ZCrlz0RZBfYcVU6NXtnWgKmkuutQiKIJ0JXgCROBEbx/yfeUIB6s02HTMYbxe0eXcK1VXUxq2AooN7TROHCIiO3oWg1ChcWUe9pUvr+P/+IEaErwNvso2FnHZZ0GxkzLWTMtCi+/s4evM0+jV3tl/aMmRYs6TYadtbhbfYpftE3quEy/AyHRkcAsKTbNDZvs4+mz3drYtUx6vbIcFjJ0+L380pJCS1+7RFvrjnXJqZeSDMaGvk0azFDoyPUbn5fk0gmlr+6HQ2Kf2h0ROOTY7a5a/lp+Tgtfj8/LvtXKwDAlmnFlmklGI4obYjuA7erhtvBPuo9TUo9JZkkqNvRoOtT1x+g5NAazWEFkyUI3xnACB7vEQAaN7oB2LDXo/geDN7T+jweZcYSxc71k4m0YhQB8uKpKi8Ta1au4OjJ07hdNSQ/lUa9KnmmsyI6Yq9HIZaQvsbJvhTyzalW2n0HAPjki68Zav2eNStXgOp4jnsZTSWQs92w14PbVYPHe0QRqCfkzYqlvPfZPgDq31krybUrIBuTimIOipe3fAhbou2244fJdFbQyMNSZDorGO+6QenqdZpxbccPAzCj/6KyYkdPnlZzaQVIR1V5mei5HsROfoza0tXruPDtl4oIQJccYHFlDYV5szQ2vVvRsAQ916Mvo0DnZX4dF9zu7IsOyEtWZi6x40QLAFkFOSx7wgR3B5gYuUt1dZUmlx5iBMhSyHpNtJ9n6aTPPG+ebpI38pKZuHYNLgWZAEyzs5XPrev3DmXp9RD31SuEwGQy8fb2Exr/yllXY8ac/LtQ0z/08atKuzjXQXuoO7ESFOc6GB4b4K3Nm3E8+RsAl1KdNKf0csU2H4BAR5BF86N7JRi+R+VYHkWR6Ln/9EdbObpnj1F6BYa3oSRfMCeLNKuNjPx8iiI+tg+2EwxHCHQEOfzCYgIdQYLhCNsH2ymK+MjIzyfNauPZZ7JZu2nTowtQ48rN2wBK8l3mWxyymwic+g6v7T67zLcUkUIIJR7gxp27jyZAzj45NYVwbxcPImOY02aTYn1454d7u0hOTQEgxWrHnDabf8buE+7tAmDBnCy27vyA9lC3oQDdPXDszHnTqgtnRfGCagCCoX5+OdsKtGrigqF+fm45Ndlr1diTU1N4EBkj3NsV92ke981+wOMWeTlZ3Bx/nSVLHQD0dQ+Q47DGbV9o7Sbpr/0ArHd74nJM69+L98BVYclNB2AkNMzc53IBuH45pGmrY1zrCx/7j2sMAgf3CTEYEmIwJAIH9wmAd1+rFo6cucKRM1esKl1u+P43wrRuQ4mG/V+x0PcDABdvhQEYHe5m40vPa2yJ4D+G01VJbtJanQAAAABJRU5ErkJggg==) 3 8, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIElEQVRYhaWXbUxTVxjHfzhSiy8F266FQMswDMjMQAS2OCUT5z7UbcnEYdRgjMtAloy4D6zbfJkSyWY6PswsJoTGqZG5ZS84P2xkm+iSLTKnWGRxAyIitFBhLSCCIJnefSj3ei+9t6PxnzQ95/yf+zz/8zznnnNuTOnFVgENNDybF6M2XlJYIAB8/eslVT4axAJU5OWGEXWtnogP7nWWAwiPKiJWHmx5RgptXT5NY3HmADWuesqKHQCKDEYrKFZMs7wUs1MvBt7rLGfwulcadzc2AVBW7MCabhOHoypPbCRSHliENd3G4HUv1nSbJEgMLgiC3HZOQjQFlBQWCLNmphCh1o6JeRhLlq2I62TeXILL0x4NrOk2yoodirUzJwGzg6tlIRpEEqEqQAwcDbTs/0+8pgD5YptLMNFey+7QRD431leFZUFTQI2rnsycZVq0pmg5MnOWUeOql/qev/8ME6EqwN3YRG11FYZ4MwkLDSQsNEjc4HUv7sYmxbicF8cTFhowxJupra6S9gsA4daEIpbmazg6MQaAId6sGHM3NlH/ySGFrdxG3h67HZD8NHs8vJCbS7NHucXPK73YKsw+kObX1vGxZQWjE2OUv/2ewpHoWPxV7a+V+NGJMQUnPrPXWc7Pq+/T7PHw06p/lQIAzEYTZqMJX2BSakNoHTjLShny3aLGVS/VUwwmBqjaX6vKyesPkHtii2KzgpkSBIaDaMHlbgCgrtIJQMWnLombHrmr5FwuacYish07ZhwpxUgC5AePuFk4y0rRLVlADdA1MA7A2vc/oPXbk4rAIuIz0sjbuE3qizP/6nwL7U3HAPjws1OMtvwQJkB6C0oKC4Qt69aoqhSRt3EbdZVOKSsudwN1lU5FcGZEdw2Ms6loJfesOdyz5rD79a14e3xsWbdGsStKb8HMgRG2Ubz15Rmcr21n+OYFjE88h9FRRB0PS2F0FNH3ToLEu745wRv5T8J4kE3rHcwfvCpl7Iuzv8hjKQWIRElhgeDt8WEjBQDT4kXkr30RQPoXRYiQ86bFizQzqHYqau4D3p7QzWhDZhIW9wFOd/qpcO6UeKOjSGq/+W4Fpzv97HcfYNVjMTAeRLgzEeZLDWECxFKI6+FB+yVWznDzli5VdbIhWceDGzfgmo8HQMzjVonrvtIlpV4NEW+9Irbv+17Br1vcGfbM2TuZiv6Jgy9J7ewkO+3+vuhKkJ1kZ+zeMFt37cK+6HcArsU5aNT302HOAKCty8fyjNBa8QXuUjyVzLLJ0L6fXL2HU4cPa7mXEKaopLBAkAfPSrUAoIvTM+oL1fLgkmwCw0FOPrOCbX9cwWw0sW+kHYCElBSmJ6cA6OgdkkQY5htVs6CagXZ/n6Lf0TtEdpZdcv4RA+hsetrOn8GdagEGwGRGF6dHEAQ6eock4TeHx2e8jKMGrUWI59x3QlaqBV2cnkB/N9OpFvQmG/oFMBUMXTQC/d3osuxMT06hN4XuAlNBL4H+bki1kJVqYXf1HnLXvqp5KdVcA22XL5CdtRkAn3+Q3y60AC0KG59/kHPN52d6LYpxXZye6cmpkJgIiHhnP+ZyCsmJFnrvv0L+SjsAt/qCJNpNEduXW/qI/ecoADucrogx5vT14j7WKRiS4gEY898m7akkAHr+8ivacpuyHZmP/OEahrbjRwRhxC8II36h7fgRAWDny5sFe2KaYE9ME9bnrda8/2sh4qfZbNQe/Zycph8BuDoQAGDidh+Vzz+tGIsG/wFCjGMsaeQggQAAAABJRU5ErkJggg==) 3 8, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur245874 1.1666666666667s linear infinite forwards;
}
