@keyframes rwdcur41452 {
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22.972972972973%,29.62972972973% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDElEQVRYhe2WIbCrMBBFz//zBRJZWRkZiURWIpHIyicrKysrI5GRlZXIyMjIyspKXJ+goYUGCn1/5pleEwjJ3pu7O2Hhgw9+GX/mLE4ScQ3NG+NmxZktwBPrlWvn9nUzujNcnHhbyOgGT3zcLACwdYU7h9euLpAf5wv5O0auVw69ckQyJZIpMkoRjRbyZYo7Nw4U2ZZYphw3C2LhBlMVwr8xcoBFsW3nI5kiLcjlcECdpQCsdlynOBEU8IjaVs0YG+LlpvPNu1Ee7iLvKRKvQgOBGkgScY2FI5P3uUxG7fPB1sFARbalthWXm2BoauKVCy8d6JMeLORpiTEN0akuEYu7U3PRUedzH8sUfXoO6MnzPAdAa40xFae67KxbRgXWmvZ9zIUnB9YnUFTkt8qHJseP5NZagFaIVQYpk5bUYvphBzGYAk+ebbftqTy5lE2BaK3J8xyldi25lAlFsW7jfH0V8wWsT8ADsbUGZHeNd8GP+33Z+e6cYwqeBPhrtSW62WmtQWuNEAKtNQBCCJxzSJkECX2hzhLwiL6dZalaYmhOqdSO9XoT3D8FwXugb+cjylJ18p0k6eBapXbv3QN9O/2JG4HpKOlcBNUlibj+xFaYdnoY+RtOKaD/sTeYgpvyKzDbbmMqrDWTe4JJDcnUdCi1u4mY3pDMasmGhLxDPEtAX0gfP2lKP/jg1/EN9AT8dQhb0+EAAAAASUVORK5CYII=) 0 0, auto;}
29.72972972973%,36.386486486486% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.486486486486%,43.143243243243% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.243243243243%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.656756756757% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.756756756757%,79.62972972973% {cursor:url(data:image/png;base64,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) 0 0, auto;}
79.72972972973%,86.386486486486% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJklEQVRYhe2WLZerMBCGn3vPFUhkJTISGYlciUQikZUrkf0JSGQkshIZGRlZWYms6wpIoCwttHvPWdPXlK/M+zAzTANvvfXL+vOTxVKK69J1re3muC8BOONQWMSuv1bKhM60FCforNgM8hSAM1YfFoAwTlCn1t/Poh7Cnx/XQTYDSCmuobBUUX8eJAFBJwFuIOYgLiP3IP49Yy52cAwhjQNC2QHQ6dCbOgVxAgNAFQGRJUNclyA2AQCodEx3Yy6khP74m/lExxDs+X7c1RJIKa6u5ru8pG7KVdiPbjSHHsCel0vxdzXaRBfTkkUJedpDNAaMzTE2JwhrGjMaO3MnlSaLMR+WwHV9dhTEseTU1DTlaB4FOVImZFk2GrU5aTzGyNOSy9AP6uN7L2zuAWM0INgfTkCfTln05sb0r+5AVJsjdnAoSr9++nlOtQpQFJ/+WOt2AMEbGmOI4/6VlVJkWYbWLfZckw7ZcukvTi8AAAghvImUfbCqOtw847LgfqMgB+B0qcma9m7sVQCtW4ToJ9q01lq3KKUQQqCU8qDW2pssxfEI8hLAPeV5wX6fUxSfHrCuq8FU+udGGLEYZ9McmJrMVdeVN5n2i5PW7Q3MfA5sysA0yBxEysT3xZKm96al2QwwEF9dIGvt2pJFVdVh8Q9p8yScZuFZPVq7sQR9FoCH6b5nvlR7p5c2JEvNtiQ3K/7LhuQZkC3GPwKYg8z1zKb0rbd+XV8W7BORDzx/+wAAAABJRU5ErkJggg==) 0 0, auto;}
86.486486486486%,93.143243243243% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.243243243243%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur41452 1.2333333333333s linear infinite forwards;
}
