@keyframes rwdcur77870 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEM0lEQVRYhe2WXWgUVxTHf3d23MyOm826icaoSA2E3fhgBUMpfehLabFgA4U+tFSaiHExkpe0BQk2T0Iord+m2W0i3VqEUmotiBQp9KHfSLGISTFWTNYl5mPzsXEzbsxknNuHSSapGpw89Kk5LzN37pzz/51z58y9sGL/dxPLeVnu2ePH53sDXX+ZYHATiqIyM5PHMK5RKHwpzp7t/U8AZEPDC5SXnyQS2U44rBIKgc8HDx+CZYFpQj4PhjHB4OBnGEaLSKUsL7HVp4rH49upqPiZykoFgEDApqTEuTdNkBKEgEgETDOClO/S3/8DcNkLgPK0F0Rn5zVGR9vIZm3A5sEDm7Exi5kZC7/feTY9bTE9bTMyYpPJHBRdXZ7ElwSQu3crMh4/7EJ0dLTS19fK8LANmFjWA3K5AuPjBlKaFBfD6KjN9eutIpk8AiDjcU02N9+Q8fiby69AWdmnRKMfyKamb12IRKKNdLqFgQEFMIA8s7OT5HJjdHeb9PR8KJLJtnlx1q69QU1NjC1bUrK+PuwZQNbVBamoqKesDKLRWtnU9M0iiCMMDBwkndaQMgtkGRrS6OtrF4lEqyteUvIXO3ZsJhSC8nKNcDjhvQKBwCFKS1XAJhSyiUZr5YEDCxAdHacYHm7h1q31ZDJh0ulzIpE4OCfuJxjspqpqA4ZhkcvZ+Hywbl2td4DS0l2sWrUwLikxiUZ3PgKRZHy8hUzmkkgmm93Mdb2bWCyCpplI6XQIwOrVuqyv3+q1AusXjZyvfM0ag6qqF2Vj49cuRCLxhejsXBDXtD+orlbQNMP1E8K5ahoIUeMNQFEUhHB6e7FFImNUVtbI/fvPPuajqleIxfIEAnn32WJ/597vDcA0Dbd0C/MK4GdyMoSqfvWYj21fZGJi85zIozEVZmcBMt4AJif/BBb+cKAipUpf3zru368T7e3fAch4XJHxuJNgMtnKwMDnDA5umoNQAQUpnfiFgg384g3g3r2Pyefn55wg/f0aU1N14sSJS3PifjStm6KiK/+CSKfbGRoKuQDzy5DL9YpUquAJQKRSvzEy8rdbhTt3FKam3hbHjl2YE1fR9ats3RomGt1MUdGvj0AcI5tdqEA+D9nse08Sf3IFAO7efZ3hYYtMBgzjLXH06AV3TtevUl39DLruJxRSicW2UVT0o5tAInGI27c/YnTU2SnT6cvizJkl94Ylt2PZ0PAOxcUFcfz4+bnM58W3EQhYOK3mJDE1pdLb+5M4ffol17+x8TDBYC1DQ8+Kc+eWkvF2Hnjt5Eku9vf/Tiz2PLruCEtpu2sspYJhwM2b34tTp171EnPenrodA1zs6dlFWdlzaJoj5nzdTndI6ax3MKiwceNOuW/f+8sB8Hwkk3v3rkfXWyktfYVAYAM+n4YQYNs2ljVJPt/D2Ngnoqvr/HIAVmzFVmzF/gHE6L3/yh3m3AAAAABJRU5ErkJggg==) 14 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur77870 0.8s linear infinite forwards;
}
