@keyframes rwdcur170692 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5klEQVRoge2Xu2tTURzHP+cmfaRNY02toCiCLiLiINKM4qCTm6OLiCD+AQ66uLk4Koo4d9RBOigOLiJGdNNFQYSirbZNGpOSV5vr8Mt9nDQ3uW3a5F69Xzjce578Puf3Oy8As5lCLcP1H2oYA2DlnZ0PLYztkbDDuEOLXNb+DR2MBmKa4fWMDaKUUxhGGBvEbJq8uCzp85zdJhQwBjjGLy7rlRbMzKngwxhnTnZu8PUlvHgCly4EG8a4fR1Gh70b1Ndh9Q+8lh0tsDBGu8J8wUm5Vfj5G54/tKsDCWPcfQwLS2J0zJDZ99KbWfs3cDDGh09OptGA6TTEYt4dggqjhVZyHPZMgGpptG+vq4MRTBgNpFKF4hqbSJbz8k0l4fhRKJZg7pFdHQgYBZjWDA/FJawqVcm3rpdYDCZTsJJ3yi7e0MYamDSP1NdhcUkA2i36jQ0dAnTP5N8Tf/ZgV+zsKgMcwzvtWJ308SmcnYFXb6mfm+HaThroVwowXbOqKZWEWt0JNS+tlWUTUAaU1uDKrf6HWdyrYnQE0pMSTvMLTnmh5NFhA+IxuHMfkA1gOzCtG4fvMTw9ohSMj0G5Kqd7N40n4NABOVjPX92yISZoDzsA0hn/42iLfXgIkmMy66tFCatGw58l8TgYSsaYvacb2EVmLrsZAqQs5/OOp4FMT0FqQmBGhuH0CTh22N+0ForwbR5+/JK8TxjTDZDOoNzJDdQNxl4jhRIMrUiIVKqyNhKjElomcPmmD5oelctiugHSGVQu6+/AVYBpzZ4CEgkol3V8F8RO7ka2N1oNdsOAADbLPW3QQmv/FBw5KF9LuwSxSS2htOVrj37XqklIVWqS7xeEpV5gNJBCEb58l2+/ISxtF6btC7FPEMo6J1oNbgfTaX1AG5BBeaITjB9pV5QBQKh0xtm9vEKpmzfABTIoT9CEgd6uKAr9yBjo44geLo1W50A8V3vVPwERKVKkSJEiRYoUKdL/o7/QBRElDHf6xQAAAABJRU5ErkJggg==) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur170692 1.3333333333333s linear infinite forwards;
}