@keyframes rwdcur2024 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 32 32, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 32 32, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 32 32, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGFklEQVR4nO2aXWwbVRqGnzmuPPGMPZ5xnNi0tEmrVSSiIooAIRUEBUpFUy4WCZXdmxYpIhKgFVrEFQIENwjxqwqVZSuQ+BFUBYkLLigILpCoVittBTTL9moFLd1s48TE8XjsOBN7hgv/NjhJcTKZUuaRrMQ+Z2be9/WZ8cw5HwQEBAT8jpH8FtDABQFsr7/9TgJnPY57SQTggoIs7zRjsTsFiGih8Bnz8/+QoOS3Ns9xQXEVZc8pXT92XSh0/rpQ6PwpXT/mKsoeFxS/9XlKu/n7hSgUIVOEzP1CFC77EBabL0P+wJYt7oEtW9wy5C/rEDqZ/6Ouu/v3bXdHbh24vEPoZH4XuDftMJqv/fu2uw8ND69LCGKtd7gcLigoys3j4fDoK6Y58rrjOHeBtrDDaPaJxzVUVSW7VfDo8LD2uuM4r5jmyHg4PIqi3LzWIaxbAEuZnxqotcfjGvG4RjQao1gssnnzZrJbBU/ecIOnIYTWakfLsZL5crmMJAmSySSWVcAwEmSzWVRVhY0KJ8J98ssTE+UnbHtom6LEUkL89PTCwvlnYGG12jwfASuZNwyDwcEBNm3axMTEBPm8iRKJoKoqxWIRgOxWwct79ngyEjwNYCnzX9bbDcMgHtfI502gdRpMZ7NN8z2RCAA/bQt5cjp4FoALAlneOR4Ojx40zd2HHcdabD6XyzX7W1aBfN4kGo2hqip9ySQAMzMzDA4MIMsy0V1befaWW7TDjmMdNM3d4+HwKLK8012FDy9HwPaSLN93b6Gw/xvHSfRD+su2xlwuh2EYzW+/gWUVAJjOZpufzds28/PzTE1NEboxzfMP353+xnES9xYK+81Y7A5aD1G/mg3dbngRVBTTPH4qlXLIZMasxa1ngbOtEbDvVo2hoSGUSIT+/n6eeuGDFQ9wKpk8EgEdqHQr0rMAJDjtAhFJuoN0+jXK5QSVika1GqVaVXCcnmbnSqXzNxgOn2z+HwqVCIUsNmww6emZAYgATE4eXo1OL0dAjZbAPwBXAlcASSBRU7BheNntbbsRQhY4D/wP+G97FwlOdyvP0wDahbmduyQuclcXmF+N4cWs663wpUgQgN8C/CYIwG8BfhME4LcAvwkC8FuA3wQB+C3Ab4IA/BbgN0EAfgvwmyAAvwX4TRCA3wL8xvtJ0RadJ0UvjmT7m/b5xdXOD3oegAu1WV9d//OS0+LLEQ5fD3ScFgdw67PO3QbhWQAN46VU6hFFkipMTv7pV+/Etq9frrmUSh1RUqm/kMm82qVM78rkXBgu9fU9YkxPj9lAFLCA4YFWH8O4sDCiQSqVJpOZJJVKo9QXR6G2UCrLMm6xyLNvfM5QKMTJ3t7ntKmpoxKMd6PTy4ugUKanD/3TMN7fIcRMBiZva2tsrAwDzcKIaDQGQLFYJBqNoUQi9LS9ent7ueKc4Ik3Pp+8VoiZD+Px9zXbPsoq6gk9C0CC74Az187Pv/2Opn3xoBDR42Cmztbac7lcc2G08VdVVa66ari5Olyam6M8N8fg4CCyLCP9a4oHPvrIfFCI6Fu6/uk11eoLzM6WqS2YdKvTWxo1Av8Oh0dfNM2RI47j7AUtM9D5FGiMgsbyeFzXyc/O0vt9lce/+socE0I8qusfX1OtvkQ+bwFnJLDdLs14/isgQcktlU5cDTymaYyZ5shxxzH3nkWzW/6bxi2rQCqVbn7e0XylcgjTNKmZr9SP0xXrciMkQYlS6cTVtv3mY5r2yZgQ4jiY/WcuXDHsSyab535pbg7gl+YXFl7FNLPA99IqlsUbrNuNUKeRcHR21tz7be10gFaVCNSuB8p/LB4/ebJl3rb/hmVNAj+uVTX5uleLL3VNsOu1go1fhL4fHF46fbrd/N+xrDPUzP+2aVSLjuv6sQP1atF7dL1ZJXqwXip7QIjCt4nEe66q7nJho9+615ROIdwG7sP1Etm6+aOuLN/uQnrlPf4GWRxCo1y+zfxud9GD0GVHI4SvDeM9Hc7pcO7rROLdunnd6+NfEteTerHjtrm+vr8CTmR6+hC1i525wqar5pIIAJohbKR2b/J/qfbsFBDwe8JlyXK6gACP+BmYgb6z395KNgAAAABJRU5ErkJggg==) 32 32, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
}
div.testarea{
animation:rwdcur2024 0.26666666666667s linear infinite forwards;
}
