@keyframes rwdcur108491 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFWElEQVRYhe2XWWxUVRiAv3vuuXdaWmintUUU2YIEErGg7IIarCFIwioSEohRSZAgATVKNRgiPjhGG3aBRJqyRCDgAlVkJ22JUFpWsSBLSii22E5Ll+m0zJze68MwzbSdmRZ54MU/OTm5kzn3+85/1gv/xyMO7UEb2AggVkAMIEXwV1AWNAB+S8P6jwIZaheggFwgD7iCS4aAEwXECLAlIMAWgRoLtPvFVtBggadTIm0F3sAldyU7nTgTErg++7obm7xBtpU/oPneiTWFa4t75a4xCXTfRCBBE2BbWPiAJsAHwgdKgVt1JNFWQKJR0n9H/55xsbHEOBw4TBPTNDCkQfywvZ5+9zxFT3vdl56puvLnkPPZNx2l561ABvACddh2HRYe0LwBiaqoEu3nQIb6IG3v4My2cMMwMKRESokhdd58chFd7zYqs6mhrFlZxV0bqy72vJVfGHct7xa27caiBoQH6pSGJ6JBOIFucZK/nz80Jj4SfNPiFXTp3h00CbaF+quU9TfzAEi6MO6qV5qnfJo82stbeWTK9pkVUBkxC+FXQYZamX7ipSXh4Nkr1qCX+FAFl/H7POixsZivpIGus7rox1av0XUdh8PB8htvrSvXtMDEdsmKzgj0mXgqvaQt/Ou5S3k85SlWn9nTrsmCqv5sSL7e8iyEwDRNHA4Hpmm2lCknJ10lsMJygTwRVsAlb54deXhPKFzqkm7xsXCnLmyTULimaRiGgWmagQzeL1JKDo0/NuD4hPx5cQbbgI/CCwBO7MxQuK7rWPVNkBIXqUlLRIJLKVueG/wcAN6PKHD5q5hT1wftOR2ES11n6c/roUdXFvV5OSo8HDgIl1Iy9pdRl4BZuKSKKACQZKuVQXiwrtlxHOF0sjh9DvNv92j1/yAk2PtQaLB+9cDoCmASLlkHUc4CG8GRWfvNL3u/eGNg+fyeQQld11ngHE0K8TTWV5AwYhCOEYPx5Jzk+8TylokXKhI6HGP2jRiJS54OciJmQMMifddcldis1obCdV2w2VPE1RgflV0MqgqLUfmXiZ86lukl3Vr1uO0wjNk3YmYoPKpA4PDRxJyKC1urUlZ5g3BdBOqc2kIa4+Op6WJSfq4AGhtwJqdGHP8XckZ+gku2W79R5wBIpm173du3sX5nKFwIHV0IDnrO0mwa+BwG+O8hhB4WvjBn+FbAFY4QRcAhAAmaOaU0f8dAubAVXAgRqLGIMwQkJOKvqm0Hl1Ly6Z2z84PHetuIMgmTBDhMsBPRtSeuvLt598DFo/qpizcpO3cRj7QQSpFIMynT09FLIUdcbrcMyzbavWdsnV6m8Y8Kn+PoEbxwCP3ajS3uLOvzx6YNpVfaZKitBR2I7QrF1TT8XoAcn9yq5xXfqnEzts9yg/8BTsOWDMQKcJpgdUPXUoE+qzOX5miaxrzqPjji4sBv4/fWc3C4aNfzyo323KnbZ+4PHMmVSosgESUD9ywC17MmbNuDplWPOZ66qmhCzZKdvdyYZl3LAWO02WZvfWcun7198jGgCZqtQImc4gipse5LaD4sPNh2Rdq5rB862mYvbE3Kmp09OQvwgFBQG/Vu2MEyvGuBpUDzYlFt3r502yoY9U2kbfbwrt4H3j768WdAHYgm8CiNpqiXwqgCAfNKBc0+EF4sqp+r/GNDOLiUkhklR96JuXGmBoQ3AK/r8FrcQQaCEm4F9T7QvMP2fng7u2DiurbDULAlue+zvy5zg78JKq3OwKHjZRgiUW/ZNFigixjbWimlfC8I/+KnIUN/25R6Cxof6KPk4SJD7daXKZsM9drDvKZTGYgQmc2KXFxy/8MIPPL4F4JdBOl6+ItjAAAAAElFTkSuQmCC) 3 4, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 4, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 4, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 4, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 4, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 4, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur108491 1.5166666666667s linear infinite forwards;
}
