@keyframes rwdcur217200 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIElEQVRYhe2UzUsjZxzHv8Ykik4EsTq+dA4WhF7UEKWHHpZB4u56KewhY6E9iTePe+pJ8L6U/gFCWImHXhZiwBqKzamHIi0UjUEmKGGcjOMzL5kXnff0toeWxl2MsId8js/D8/t++D3P8wN69OjxKeP7Pmfb9reCIHz2VBnxTpuu6yYHBgb2KIqKeJ4/sW27HEXRYSwW+2NxcTHohkBfp81GozFJUdR1KpWK6boOQgju7u4QBIEeRdFxGIaHnueVV1ZWGk8iAAAXFxd/jY6OpkdGRkAIgSiKUBQFpmnCNE1YloUoiv6kKOr15uZm5WMFOl4BANi2XfZ9P+15HsbHx3F2doZqtYp6va5fX1+XHMd5NzMz88vu7u7dx4YDH9CBk5MTNoqi3wBAVVWcnp6iXq/j5ubmZ9/3vzs4OHjUW4g9aNjX97vv+xYhBNVqFTzPY3h4GAsLC1w6nS7s7Oz8p4uXl5fPuiawtLTkhWFYabVa4HlelWW5mEqlkMlkMD8/z9E0Xcjn8+8lZFlOBkHwY9cEACAIgkPTNCEIQsnzvFwYhkXXdTE3Nweaprl4PF44Pj6OA4Dv+1nHcTL7+/tfdE3Add2yaZpwHOddqVTy+vv7c6qqFhuNBhiGweTkJJdIJAq1Wi3uOM4rXdchSdLLrgmsra3xURT9PT09XQaA7e1tL5FI5AzDKGqahkwmg4mJCS4WixXu7++/IYRAkqQXXRMAgKGhodf5fP79V9vY2PCmpqZyyWSySAjB7OwsBgcHOdd1JwghIISsrK+vJ7smsLW19eu/17LZrDc2NpZrt9tFSZLAMAzCMISqqtA0jVJV9euH6j44iP4PQRCSYRiyruu+chznK8uy0Gw2cXt7i1arBcMwYBjGCwCVrgvUajXWMIyfXNddMAwDiqJAURRomgZd13F1dQVRFGFZ1ksAP3Sq9eAk7MTe3t6Xsiw/bzaba4qiPNM0bcg0TYiiiPPzcwCIWJadqlQq8mNyPgiO4wZXV1ezy8vLbxiGOQPQBtBOp9Pfdzr3qA50gmXZz3Vdf07TdHB0dPT2qXJ69OjxaP4BzPqkmz6eBhMAAAAASUVORK5CYII=) 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:rwdcur217200 0.4s linear infinite forwards;
}
