@keyframes rwdcur205102 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 11 11, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 11 11, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 11 11, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 11 11, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 11 11, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABh0lEQVRYhe1WO3bDIBCczXOVi7hOkTZXE75a2hSpc5G0kwKB2BWLVlLsJhk9PWxgmYH9IOAfe0Hwj5K3IIgEAo8QRGqSh5FbYo+8N+8sdVfInXb+tOpJRoSIuNZV3PFTuKx6piqEAHzyVtxIJKCzR/SaFzVJ5qcYJGUYWnAvFgGF2IooSABIQAS4GTFFRPvb4pBMNg+cN9XxxcZb7WQAr8lG/STr6wkguA7CYiwitR1DVKyoEcluW9bNfTM50EvDbLgd3Tr1ZE5fTd62SkjEFZrAO/5RDWhjpTfaX6871fPxlp0t2TYmAgXM3/ketORGwL7sHOW5JRwhxxZBOkF4T3KDuIDfIjeZdayOFyK7VuzoFfqFKILN+uSSq/oRd4GF3mzs2p7JOV2rTWwbkevXO/4+eR66fQXPsQiws3Nt933vkb89A+/fAPZkwUrURsCPyJs2JqB8pKB5RcS9rLbIXz/r/1OfU4HiRJccAD5eTgjQgdlDLreAcLrSE3GwENnLqRMPxj2eiB8TKApRDbJ8iwAAAABJRU5ErkJggg==) 11 11, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 11 11, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 11 11, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 11 11, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 11 11, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 11 11, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 11 11, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur205102 1.1666666666667s linear infinite forwards;
}
